30
ﺑﺎزﻳﺎﺑﻲ ﺷﻤﺎره ﻋﻨﻮان ردﻳﻒQA 303 .S55 1985 Calculus with analytic geometry 1 QA 303 .S55 1985 Calculus with analytic geometry 2 QA 303 .S55 1985 Calculus with analytic geometry 3 QA 303 .S55 1985 Calculus with analytic geometry 4 QA 303 .S55 1985 Calculus with analytic geometry 5 QA 303 .S55 1985 Calculus with analytic geometry 6 QA 433 .K39 Schaum's outline of theory and problems of tensor calculus 7 QA 433 .K39 Schaum's outline of theory and problems of tensor calculus 8 QA 243 .S38 Quadratic and Hermitian forms 9 QA 76 .5 .D3 Computer data processing 10 QA 401 .S6 1966 Mathematics of physics and modern engineering 11 QA 76 .8 .I25 D47 Fundamentals of assembly language programming: using the IBM PC and compatibles 12 QA 76 .76 .C65 H65 Compiler design in C 13 QA 76 .76 .C65 H65 Compiler design in C 14 QA 76 .73 .B3I55 Using QuickBASIC 15 QA 313 .W34 An introduction to ergodic theory 16 QA 501 .5 .A713 Problems in descriptive geometry 17 QA 501 .5 .A713 Problems in descriptive geometry 18 QA 501 .5 .A713 Problems in descriptive geometry 19 QA 501 .5 .A713 Problems in descriptive geometry 20 QA 501 .5 .A713 Problems in descriptive geometry 21 QA 329 .M3 Operational methods 22 QA 331 .S9313 The theory of functions of a complex variable 23 QA 76 .73 .P2 S327 Advanced Turbo Pascal version 4 now includes Borland's Turbo Pascal Database Toolbox and Turbo Pascal Graphix Toolbox 24 QA 76 .73 .P2 S327 Advanced Turbo Pascal version 4 now includes Borland's Turbo Pascal Database Toolbox and Turbo Pascal Graphix Toolbox 25 QA 9 .3 .L45 Beginning logic 26 QA 273 .C577 1974 A course in probability theory 27 QA 273 .C577 1974 A course in probability theory 28 QA 273 .C577 1974 A course in probability theory 29 QA 276 .H59 1978 Introduction to mathematical statistics 30 QA 276 .H59 1978 Introduction to mathematical statistics 31 QA 276 .H59 1978 Introduction to mathematical statistics 32 QA 276 .H59 1978 Introduction to mathematical statistics 33 QA 276 .H59 1978 Introduction to mathematical statistics 34 QA 276 .H59 1978 Introduction to mathematical statistics 35 QA 184 .S63 1984 Linear algebra 36 QA 184 .S63 1984 Linear algebra 37 QA 184 .S63 1984 Linear algebra 38 QA 76 .73 .P2S93 Mastering Turbo Pascal 39 QA 273 .D23 Probability and statistics 40 QA 273 .L63 1977 Probability theory 41 QA 76 .6 .L3235 Structured programming concepts 42 QA 431 .S62 Schaum's outline of theory and problems of calculus of finite differences and difference equations 43 QA 431 .S62 Schaum's outline of theory and problems of calculus of finite differences and difference equations 44 QA 273 .G5 The theory of probability 45 QA 611 .M82 Topology; a first course 46 QA 611 .M82 Topology; a first course 47 QA 611 .M82 Topology; a first course 48 QA 164 .G7 Combinatorics with emphasis on the theory of graphs 49 QA 312 .O9 1980 Measure and category a survey of the analogies between topological and measure spaces 50 QA 241 .S2813 From Fermat to Minkowski lectures on the theory of numbers and its historical development 51 QA 1 .A647 S5 Techniques of asymptotic analysis 52 QA 166 .P76 1984 Progress in graph theory 53 QA 76 .9 .A73 H88 Computer architecture and parallel processing 54 QA 76 .73 .P2B45 Pascal 55 QA 247 .C65 I34 Ideale Rander Riemannscher Flachen 56 QA 276 .G7 1973 Concepts of statistical inference 57 QA 76 .8 .A177 D5 Amiga machine language 58 QA 76 .8 .A177 D5 Amiga machine language 59 QA 76 .76 .D47 F57 CASE: using software development tools 60 QA 372 .G5 Perturbation methods in non-linear systems 61 QA 76 .73 .B3G67 1986 Schaum's outline of theory and problems of programming with BASIC: including expanded microcomputer BASIC section 62 QA 1 .A647 H3 Functional differential equations 63 QA 805 .L283 1976 Mechanics 64 QA 76 .76 .O63 S554 Novell NetWare: the complete reference 65 QA 76 .5 .S2155 1988 Computers today 66 QA 326 .W47 Banach algebras and several complex variables 67 QA 1 .A647 F7 A course in computational probability and statistics 68 QA 374 .J6 Partial differential equations 69 QA 1 .A647 P4 Combinatorial methods 70 QA 323 .Z53 Weakly differentiable functions Sobolev spaces and functions of bounded variation 71 QA 76 .6 .F557 The computational beauty of nature: computer explorations of fractals, chaos, complex systems, and adaptation 72 QA 165 .A58 The theory of partitions 73 QA 76 .73 .C25 P48 1991 Comprehensive COBOL 74 QA 76 .73 .C25 P48 1991 Comprehensive COBOL 75 QA 76 .73 .C25 P48 1991 Comprehensive COBOL 76 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 77 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 78 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 79 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 80 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 81 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 82 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 83 QA 331 .S6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application 84 QA 372 .G56 Stability, instability, and chaos: an introduction to the theory of nonlinear differential equations 85 QA 162 .L53 Applied abstract algebra 86 QA 326 .B66 Complete normed algebras 87 QA 326 .B66 Complete normed algebras 88 QA 326 .B66 Complete normed algebras 89 QA 326 .B66 Complete normed algebras 90

ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

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Page 1: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 303 .S 55 1985 Calculus with analytic geometry1

QA 303 .S 55 1985 Calculus with analytic geometry2

QA 303 .S 55 1985 Calculus with analytic geometry3

QA 303 .S 55 1985 Calculus with analytic geometry4

QA 303 .S 55 1985 Calculus with analytic geometry5

QA 303 .S 55 1985 Calculus with analytic geometry6

QA 433 .K 39 Schaum's outline of theory and problems of tensor calculus7

QA 433 .K 39 Schaum's outline of theory and problems of tensor calculus8

QA 243 .S 38 Quadratic and Hermitian forms9

QA 76 . 5 .D 3 Computer data processing10

QA 401 .S 6 1966 Mathematics of physics and modern engineering11

QA 76 . 8 .I 25 D 47 Fundamentals of assembly language programming: using the IBM PC and compatibles12

QA 76 . 76 .C 65 H 65 Compiler design in C13

QA 76 . 76 .C 65 H 65 Compiler design in C14

QA 76 . 73 .B 3 I 55 Using QuickBASIC15

QA 313 .W 34 An introduction to ergodic theory16

QA 501 . 5 .A 713 Problems in descriptive geometry17

QA 501 . 5 .A 713 Problems in descriptive geometry18

QA 501 . 5 .A 713 Problems in descriptive geometry19

QA 501 . 5 .A 713 Problems in descriptive geometry20

QA 501 . 5 .A 713 Problems in descriptive geometry21

QA 329 .M 3 Operational methods22

QA 331 .S 9313 The theory of functions of a complex variable23

QA 76 . 73 .P 2 S 327 Advanced Turbo Pascal version 4 now includes Borland's Turbo Pascal Database Toolbox and Turbo Pascal Graphix Toolbox24

QA 76 . 73 .P 2 S 327 Advanced Turbo Pascal version 4 now includes Borland's Turbo Pascal Database Toolbox and Turbo Pascal Graphix Toolbox25

QA 9 . 3 .L 45 Beginning logic26

QA 273 .C 577 1974 A course in probability theory27

QA 273 .C 577 1974 A course in probability theory28

QA 273 .C 577 1974 A course in probability theory29

QA 276 .H 59 1978 Introduction to mathematical statistics30

QA 276 .H 59 1978 Introduction to mathematical statistics31

QA 276 .H 59 1978 Introduction to mathematical statistics32

QA 276 .H 59 1978 Introduction to mathematical statistics33

QA 276 .H 59 1978 Introduction to mathematical statistics34

QA 276 .H 59 1978 Introduction to mathematical statistics35

QA 184 .S 63 1984 Linear algebra36

QA 184 .S 63 1984 Linear algebra37

QA 184 .S 63 1984 Linear algebra38

QA 76 . 73 .P 2 S 93 Mastering Turbo Pascal39

QA 273 .D 23 Probability and statistics40

QA 273 .L 63 1977 Probability theory41

QA 76 . 6 .L 3235 Structured programming concepts42

QA 431 .S 62 Schaum's outline of theory and problems of calculus of finite differences and difference equations43

QA 431 .S 62 Schaum's outline of theory and problems of calculus of finite differences and difference equations44

QA 273 .G 5 The theory of probability45

QA 611 .M 82 Topology; a first course46

QA 611 .M 82 Topology; a first course47

QA 611 .M 82 Topology; a first course48

QA 164 .G 7 Combinatorics with emphasis on the theory of graphs49

QA 312 .O 9 1980 Measure and category a survey of the analogies between topological and measure spaces50

QA 241 .S 2813 From Fermat to Minkowski lectures on the theory of numbers and its historical development51

QA 1 .A 647 S 5 Techniques of asymptotic analysis52

QA 166 .P 76 1984 Progress in graph theory53

QA 76 . 9 .A 73 H 88 Computer architecture and parallel processing54

QA 76 . 73 .P 2 B 45 Pascal55

QA 247 .C 65 I 34 Ideale Rander Riemannscher Flachen56

QA 276 .G 7 1973 Concepts of statistical inference57

QA 76 . 8 .A 177 D 5 Amiga machine language58

QA 76 . 8 .A 177 D 5 Amiga machine language59

QA 76 . 76 .D 47 F 57 CASE: using software development tools60

QA 372 .G 5 Perturbation methods in non-linear systems61

QA 76 . 73 .B 3 G 67 1986 Schaum's outline of theory and problems of programming with BASIC: including expanded microcomputer BASIC section62

QA 1 .A 647 H 3 Functional differential equations63

QA 805 .L 283 1976 Mechanics64

QA 76 . 76 .O 63 S 554 Novell NetWare: the complete reference65

QA 76 . 5 .S 2155 1988 Computers today66

QA 326 .W 47 Banach algebras and several complex variables67

QA 1 .A 647 F 7 A course in computational probability and statistics68

QA 374 .J 6 Partial differential equations69

QA 1 .A 647 P 4 Combinatorial methods70

QA 323 .Z 53 Weakly differentiable functions Sobolev spaces and functions of bounded variation71

QA 76 . 6 .F 557 The computational beauty of nature: computer explorations of fractals, chaos, complex systems, and adaptation72

QA 165 .A 58 The theory of partitions73

QA 76 . 73 .C 25 P 48 1991 Comprehensive COBOL74

QA 76 . 73 .C 25 P 48 1991 Comprehensive COBOL75

QA 76 . 73 .C 25 P 48 1991 Comprehensive COBOL76

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application77

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application78

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application79

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application80

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application81

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application82

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application83

QA 331 .S 6 1974 Schaum's outline of theory and problems of complex variables with an introduction to conformal mapping and its application84

QA 372 .G 56 Stability, instability, and chaos: an introduction to the theory of nonlinear differential equations85

QA 162 .L 53 Applied abstract algebra86

QA 326 .B 66 Complete normed algebras87

QA 326 .B 66 Complete normed algebras88

QA 326 .B 66 Complete normed algebras89

QA 326 .B 66 Complete normed algebras90

Page 2: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 326 .B 66 Complete normed algebras91

QA 326 .B 66 Complete normed algebras92

QA 171 .R 568 A course in the theory of groups93

QA 845 .W 4 Schaum's outline of theory and problems of Lagrangian dynamics with a treatment of Euler's equations of motion, Hamilton's equations and Hamilton's principle94

QA 171 .M 5 Theory and applications of finite groups by G.A. Miller, H.F. Blichfeldt [and] L.E. Dickson95

QA 171 .R 6 F 5 Finiteness conditions and generalized soluble groups96

QA 171 .R 6 F 5 Finiteness conditions and generalized soluble groups97

QA 247 .W 55 The structure of fields98

QA 247 .S 4613 Local fields99

QA 247 .F 73 Field arithmetic100

QA 247 .E 383 Galois theory101

QA 246 . 5 .N 37 Uniform distribution of sequences of integers in residue classes102

QA 241 .D 34 The lore of large numbers103

QA 215 .S 7 Q 8 Quadratic differentials104

QA 212 .M 5 S 9 Symmetric bilinear forms105

QA 212 .K 5 S 8 Structure and representations of Q-groups106

QA 252 . 5 .S 77 J 6 Jordan algebras and algebraic groups107

QA 252 . 3 .H 62 Basic theory of algebraic groups and Lie algebras108

QA 251 . 5 .P 5 Associative algebras109

QA 251 . 5 .P 5 Associative algebras110

QA 76 . 5 .W 6 An introduction to ALGOL programming111

QA 95 .K 3 Math menagerie112

QA 93 .S 6 Mathematics: the man-made universe an introduction to the spirit of mathematics113

QA 3 .P 8 D 5 Foundations of modern analysis114

QA 3 .G 38 Collected papers115

QA 3 .G 38 Collected papers116

QA 3 .G 38 Collected papers117

QA 93 .H 6 Mathematics for the million118

QA 401 .S 64 1966 Mathematics of physics and modern engineering119

QA 273 .A 5385 Measure theory and probability120

QA 273 .A 5385 Measure theory and probability121

QA 273 .A 5385 Measure theory and probability122

QA 297 .C 426 Numerical mathematics and computing123

QA 297 .C 426 Numerical mathematics and computing124

QA 297 .C 426 Numerical mathematics and computing125

QA 274 . 23 .K 56 Numerical solution of stochastic differential equations126

QA 274 . 23 .K 56 Numerical solution of stochastic differential equations127

QA 274 . 23 .K 56 Numerical solution of stochastic differential equations128

QA 251 . 4 .L 36 A first course in noncommutative rings129

QA 251 . 4 .L 36 A first course in noncommutative rings130

QA 251 . 4 .L 36 A first course in noncommutative rings131

QA 243 .S 4713 A course in arithmetic132

QA 243 .S 4713 A course in arithmetic133

QA 243 .S 4713 A course in arithmetic134

QA 243 .S 4713 A course in arithmetic135

QA 374 .S 56 1985 Numerical solution of partial differential equations finite difference methods136

QA 374 .S 56 1985 Numerical solution of partial differential equations finite difference methods137

QA 374 .S 56 1985 Numerical solution of partial differential equations finite difference methods138

QA 374 .S 56 1985 Numerical solution of partial differential equations finite difference methods139

QA 184 .S 8 1980 Linear algebra and its applications140

QA 184 .S 8 1980 Linear algebra and its applications141

QA 184 .S 8 1980 Linear algebra and its applications142

QA 184 .S 8 1980 Linear algebra and its applications143

QA 273 .B 575 Probability and measure144

QA 273 .B 575 Probability and measure145

QA 273 .B 575 Probability and measure146

QA 21 .B 95 The historical roots of elementary mathematics147

QA 21 .B 95 The historical roots of elementary mathematics148

QA 21 .B 95 The historical roots of elementary mathematics149

QA 641 .C 33 Differential geometry of curves and surfaces150

QA 641 .C 33 Differential geometry of curves and surfaces151

QA 641 .C 33 Differential geometry of curves and surfaces152

QA 274 . 25 .D 4 Stochastic equations in infinite dimensions153

QA 274 . 25 .D 4 Stochastic equations in infinite dimensions154

QA 274 . 25 .D 4 Stochastic equations in infinite dimensions155

QA 300 .D 83 Real analysis and probability156

QA 300 .D 83 Real analysis and probability157

QA 300 .D 83 Real analysis and probability158

QA 247 .E 5 Valuation theory159

QA 247 .E 5 Valuation theory160

QA 247 .E 5 Valuation theory161

QA 402 . 5 .F 57 1987 Practical methods of optimization162

QA 402 . 5 .F 57 1987 Practical methods of optimization163

QA 162 .G 34 Contemporary abstract algebra164

QA 162 .G 34 Contemporary abstract algebra165

QA 162 .G 34 Contemporary abstract algebra166

QA 301 .G 44 Problems in analysis167

QA 301 .G 44 Problems in analysis168

QA 301 .G 44 Problems in analysis169

QA 301 .G 44 Problems in analysis170

QA 301 .G 44 Problems in analysis171

QA 613 . 6 .G 84 Differential topology172

QA 613 . 6 .G 84 Differential topology173

QA 613 . 6 .G 84 Differential topology174

QA 331 .J 66 Complex functions an algebraic and geometric viewpoint175

QA 331 .J 66 Complex functions an algebraic and geometric viewpoint176

QA 331 .J 66 Complex functions an algebraic and geometric viewpoint177

QA 152 . 2 .L 36 1990 Undergraduate algebra178

QA 152 . 2 .L 36 1990 Undergraduate algebra179

QA 152 . 2 .L 36 1990 Undergraduate algebra180

QA 300 .M 2868 Elementary classical analysis181

Page 3: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 300 .M 2868 Elementary classical analysis182

QA 300 .M 2868 Elementary classical analysis183

QA 681 .M 34 The foundations of geometry and the non-Euclidean plane184

QA 681 .M 34 The foundations of geometry and the non-Euclidean plane185

QA 681 .M 34 The foundations of geometry and the non-Euclidean plane186

QA 447 .M 62 Geometric modeling187

QA 447 .M 62 Geometric modeling188

QA 447 .M 62 Geometric modeling189

QA 274 . 23 .O 47 Stochastic differential equations an introduction with applications190

QA 274 . 23 .O 47 Stochastic differential equations an introduction with applications191

QA 274 . 23 .O 47 Stochastic differential equations an introduction with applications192

QA 274 . 23 .O 47 1992 Stochastic differential equations an introduction with applications193

QA 274 . 23 .O 47 1992 Stochastic differential equations an introduction with applications194

QA 274 . 23 .O 47 1992 Stochastic differential equations an introduction with applications195

QA 372 .P 47 Differential equations and dynamical systems196

QA 372 .P 47 Differential equations and dynamical systems197

QA 372 .P 47 Differential equations and dynamical systems198

QA 273 .R 83 1985 Introduction to probability models199

QA 273 .R 83 1985 Introduction to probability models200

QA 273 .R 83 1985 Introduction to probability models201

QA 274 .R 65 Stochastic processes202

QA 274 .R 65 Stochastic processes203

QA 274 .R 65 Stochastic processes204

QA 331 .S 518 Complex variables205

QA 331 .S 518 Complex variables206

QA 331 .S 518 Complex variables207

QA 247 .B 87 A first course in rings and ideals208

QA 247 .B 87 A first course in rings and ideals209

QA 247 .B 87 A first course in rings and ideals210

QA 247 .B 87 A first course in rings and ideals211

QA 247 .B 87 A first course in rings and ideals212

QA 247 .B 87 A first course in rings and ideals213

QA 274 .H 6 Introduction to stochastic processes214

QA 274 .H 6 Introduction to stochastic processes215

QA 274 .H 6 Introduction to stochastic processes216

QA 304 .A 8413 Differential calculus217

QA 304 .A 8413 Differential calculus218

QA 304 .A 8413 Differential calculus219

QA 300 .A 8 Real analysis and probability220

QA 300 .A 8 Real analysis and probability221

QA 300 .A 8 Real analysis and probability222

QA 371 .D 64 Product integration with applications to differential equations223

QA 378 .F 37 The Cauchy problem224

QA 5 .M 3713 1988 Encyclopaedia of mathematics an updated and annotated translation of the Soviet Mathematical encyclopaedia225

QA 5 .M 3713 1988 Encyclopaedia of mathematics an updated and annotated translation of the Soviet Mathematical encyclopaedia226

QA 5 .M 495 Dictionary of mathematics227

QA 5 .M 495 Dictionary of mathematics228

QA 5 .M 495 Dictionary of mathematics229

QA 5 .M 495 Dictionary of mathematics230

QA 326 .A 78 An invitation to C*-algebras231

QA 263 .B 3 Matrix methods in stability theory232

QA 278 . 6 .B 37 Latent variable models and factor analysis233

QA 329 .B 47 Lectures in functional analysis and operator theory234

QA 303 .B 55 Calculus235

QA 331 .C 659 1978 Functions of one complex variable236

QA 251 .C 82 Linear algebra & differential equations an integrated approach237

QA 267 .D 38 Computability, complexity, and languages fundamentals of theoretical computer science238

QA 3 .P 8 1978 Functional analysis239

QA 297 .D 8 1974 Computational techniques: analog, digital, and hybrid systems240

QA 333 .F 37 1992 Riemann surfaces241

QA 312 .F 72 Topological Riesz spaces and measure theory242

QA 297 .G 47 1989 Applied numerical analysis243

QA 331 .G 655 Stratified Morse theory244

QA 331 .G 655 Stratified Morse theory245

QA 297 .G 725 Numerical analysis for applied mathematics, science, and engineering246

QA 297 .G 725 Numerical analysis for applied mathematics, science, and engineering247

QA 333 .G 83 Riemann surfaces and generalized theta functions248

QA 312 .H 26 Measure theory249

QA 331 . 5 .H 38 Real and abstract analysis a modern treatment of the theory of functions of a real variable250

QA 297 .H 85 Numerical methods for engineers and computer scientists251

QA 312 .K 44 Measure and integral252

QA 329 . 8 .K 713 Geometrical methods of nonlinear analysis253

QA 331 .L 427 Univalent functions and Teichmuller spaces254

QA 268 .L 57 Introduction to coding theory255

QA 273 .L 953 1975 Stochastic convergence256

QA 273 .M 383813 Estimating and choosing an essay on probability in practice257

QA 322 .M 65 A 5 Analyse non-archimedienne258

QA 297 . 5 .M 8 Asymptotic analysis259

QA 326 .N 37 Algebras in analysis proceedings of an instructional conference organized by the London Mathematical Society and the University of Birmingham260

QA 329 . 2 .N 5513 Treatise on the shift operator spectral function theory261

QA 263 .P 34 Matrix theory and finite mathematics262

QA 273 . 43 .P 7 1984 Probability theory on vector spaces III proceedings of a conference held in Lublin, Poland, August 24-31, 1983263

QA 331 .R 355 Holomorphic functions and integral representations in several complex variables264

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics265

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics266

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics267

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics268

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics269

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics270

QA 273 . 25 .S 6 Schaum's outline of theory and problems of probability and statistics271

QA 303 .W 346 Differential and integral calculus272

Page 4: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 322 . 4 .R 3 Invariant subspaces273

QA 322 . 5 .B 64 I 6 Indefinite inner product spaces274

QA 320 .S 4 1983 Sensitivity of functionals with applications to engineering sciences proceedings of a special session of the American Mathematical Society Spring Meeting held in New York City, May 1983275

QA 320 .W 58 N 4 Neuere Untersuchungen uber eindeutige analytische Funktionen Mit 31 Abbildungen276

QA 313 .L 56 E 2 Ergodic properties of algebraic fields277

QA 312 .S 5613 Integration in Hilbert space278

QA 311 .H 3 B 6 Bounded integral operators on L 2spaces279

QA 273 . 16 .Z 44 T 4 Theorie der Limitierungsverfahren280

QA 273 .A 46 Probability, statistics, and queueing theory with computer science applications281

QA 276 .A 75 Mathematical programming in statistics282

QA 169 .B 34 Toposes, triples, and theories283

QA 171 .B 364 The geometry of discrete groups284

QA 171 .G 775 1985 Finite reflection groups285

QA 300 .B 458 Nonlinearity and functional analysis: lectures on nonlinear problems in mathematical analysis286

QA 273 .C 5 Elementary probability theory with stochastic processes287

QA 276 . 12 .C 65 Practical statistics288

QA 155 . 7 .E 4 D 86 Computer resource book-algebra289

QA 303 .G 8 Calculus: an introduction to applied mathematics290

QA 273 . 43 .H 49 Probability measures on locally compact groups291

QA 171 .H 5 Geometry of Coxeter groups292

QA 169 .H 5 A course in homological algebra293

QA 162 .J 3 Lectures in abstract algebra294

QA 162 .J 3 Lectures in abstract algebra295

QA 274 . 75 .K 37 Brownian motion and stochastic calculus296

QA 171 .K 3713 Fundamentals of the theory of groups297

QA 171 .K 67 Around Burnside298

QA 154 . 2 .K 6713 Introduction to algebra299

QA 301 .L 5 Linear and complex analysis problem book 199 research problems300

QA 169 .M 33 Categories for the working mathematician301

QA 274 .P 4813 Sums of independent random variables302

QA 171 .P 912 Angeordnete Strukturen Gruppen, Korper, projektive Ebenen303

QA 171 .R 34 D 5 Discrete subgroups of Lie groups304

QA 154 . 2 .R 44 College algebra305

QA 274 .R 64 1974 Random processes306

QA 274 .R 69313 Introduction to Random Processes307

QA 171 .S 5313 Linear representations of finite groups308

QA 300 .S 9 Studies in analysis309

QA 171 .S 79 Group theory310

QA 280 .S 83 An introduction to bispectral analysis and bilinear time series models311

QA 276 .C 4 Elementary decision theory312

QA 303 .B 65 Calculus313

QA 303 .B 65 Calculus314

QA 303 .B 65 Calculus315

QA 152 . 2 .B 45 1985 Contemporary introductory algebra316

QA 141 . 4 .B 79 1971 A survey of binary systems317

QA 107 .B 33 T 7 Transfinite Zahlen318

QA 135 . 5 .M 35 A course of higher mathematics linear algebra, analytic geometry, differential calculus of functions of one variable319

QA 171 .K 7 F 67 The divisor class group of a Krull domain320

QA 171 .C 7 1984 Generators and relations for discrete groups321

QA 171 .B 876 Cohomology of groups322

QA 171 .A 313 The burnside problem and identities in groups323

QA 171 .L 94 Combinatorial group theory324

QA 166 .B 7 D 5 Distance-regular graphs325

QA 76 . 5 .D 29 Introduction to computers326

QA 76 . 6 .D 84 Quality assurance for computer software327

QA 76 . 5 .H 56 Computers and computing328

QA 252 . 3 .H 8 Introduction to Lie algebras and representation theory329

QA 252 . 3 .H 8 Introduction to Lie algebras and representation theory330

QA 252 . 3 .H 8 Introduction to Lie algebras and representation theory331

QA 76 . 73 .C 15 K 46 Turbo C the essentials of C programming332

QA 241 .K 672 A course in number theory and cryptography333

QA 241 .K 674 P-adic numbers, p-adic analysis, and zeta-functions334

QA 76 . 73 .P 2 L 348 Pascal programming335

QA 247 .L 32 Algebraic number theory336

QA 247 .L 33 1990 Cyclotomic fields I and II337

QA 247 .L 33 1990 Cyclotomic fields I and II338

QA 241 .P 29 Exercises in number theory339

QA 76 . 73 .C 15 S 352 C: power user's guide340

QA 76 . 73 .C 15 S 352 C: power user's guide341

QA 248 .T 353 1982 Introduction to axiomatic set theory342

QA 247 .W 35 Introduction to cyclotomic fields343

QA 73 . 6 .W 5 Apple fun and games344

QA 251 . 3 .Z 37 Commutative algebra345

QA 251 . 3 .Z 37 Commutative algebra346

QA 76 . 73 .L 63 A 27 Apple logo347

QA 3 .P 8 Sobolev spaces348

QA 640 . 3 .B 76 An introduction to convex polytopes349

QA 76 . 9 .C 65 C 87 Current issues in computer simulation350

QA 37 . 2 .D 5313 A panorama of pure mathematics, as seen by N. Bourbaki351

QA 9 .E 2213 Mathematical logic352

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction353

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction354

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction355

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction356

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction357

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction358

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction359

QA 39 . 2 .G 7478 1989 Discrete and combinatorial mathematics: an applied introduction360

QA 76 . 9 .A 73 H 35 1984 Computer organization361

QA 76 . 73 .F 25 H 36 Introduction to FORTRAN IV362

QA 76 . 6 .I 525 Interactive programming environments363

Page 5: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 76 . 6 .I 525 Interactive programming environments364

QA 76 . 8 .I 2594 J 67 Programmer's problem solver for the IBM PC, XT, & AT365

QA 76 . 73 .F 25 K 64 1990 Problem solving and structured programming in FORTRAN 77366

QA 76 . 73 .P 2 K 67 Principles of data structures and algorithms with Pascal367

QA 76 . 9 .D 3 K 67 Database system concepts368

QA 76 . 9 .D 3 K 67 Database system concepts369

QA 76 . 73 .P 2 L 39 PASCAL for programmers370

QA 76 . 9 .D 3 L 568 Advanced dBase III plus programming and techniques371

QA 9 .M 296 A course in mathematical logic372

QA 76 . 73 .F 25 M 37 1983 FORTRAN 77373

QA 7 .M 34 Mathematics today twelve informal essays374

QA 76 . 7 .O 73 Programming language structures375

QA 76 . 73 .A 8 P 47 Computer organization and assembly language programming376

QA 76 . 73 .P 2 S 2 Advanced Pascal programming techniques377

QA 76 . 73 .F 25 S 3 Fortran IV programming and applications378

QA 76 . 8 .A 177 S 3 Amiga C for beginners379

QA 76 . 6 .S 435 1988 Algorithms380

QA 76 . 73 .P 2 T 83 Introduction to programming with ESP and Pascal381

QA 564 .F 84 Intersection theory382

QA 611 . 3 .N 33 T 6 Topology on spaces of holomorphic mappings383

QA 573 .G 44 Hilbert modular surfaces384

QA 612 . 7 .G 33 C 3 Calculus of fractions and homotopy theory385

QA 641 .B 8 R 4 Recent synthetic differential geometry386

QA 343 .W 45 Elliptic functions according to Eisenstein and Kronecker387

QA 387 .M 36 Discrete subgroups of semisimple Lie groups388

QA 387 .G 36 Harmonic analysis of spherical functions on real reductive groups389

QA 379 .A 9 F 5 Finite element solution of boundary value problems theory and computation390

QA 378 .G 4 D 5 Discretization methods for stable initial value problems391

QA 377 .G 49 1983 Elliptic partial differential equations of second order392

QA 468 .Y 3 The trisection problem393

QA 432 .Y 6713 Operational calculus a theory of hyperfunctions394

QA 3 .L 28 no. 1085 Asymptotics of analytic difference equations395

QA 404 . 7 .B 47 Potential theory on locally compact Abelian groups396

QA 404 .O 48 Absolute summability of Fourier series and orthogonal series397

QA 404 . 7 .D 66 C 5 Classical potential theory and its probabilistic counterpart398

QA 402 . 5 .M 57 Theory and application of mathematical programming399

QA 401 .H 6 Applied mathematics400

QA 322 .B 6 E 5 Topological vector spaces401

QA 329 . 2 .D 85 Linear operators402

QA 329 . 2 .D 85 Linear operators403

QA 297 .B 33 1977 Numerical methods analysis, algebra, ordinary differential equations404

QA 297 .B 33 1977 Numerical methods analysis, algebra, ordinary differential equations405

QA 297 .B 33 1977 Numerical methods analysis, algebra, ordinary differential equations406

QA 297 .B 33 1977 Numerical methods analysis, algebra, ordinary differential equations407

QA 402 . 5 .N 83 Numerical methods for constrained optimization408

QA 371 .E 3713 Differential equations and the calculus of variations409

QA 371 .E 3713 Differential equations and the calculus of variations410

QA 371 .E 3713 Differential equations and the calculus of variations411

QA 351 .B 22 Tables of integral transforms Based, in part, on notes left by Harry Bateman,412

QA 76 . 6 .T 73 1985 The theory and practice of compiler writing413

QA 76 . 6 .T 73 1985 The theory and practice of compiler writing414

QA 76 . 6 .T 38 Structured computer organization415

QA 372 .R 815 1980 Introduction to ordinary differential equations416

QA 401 .K 7 Advanced engineering mathematics417

QA 401 .K 7 Advanced engineering mathematics418

QA 401 .K 7 Advanced engineering mathematics419

QA 401 .K 7 Advanced engineering mathematics420

QA 76 . 66 .T 57 1990 PC system programming for developers421

QA 43 .L 669 Schaum's outline of theory and problems of essential computer mathematics422

QA 76 . 73 .C 15 S 33 1988 Advanced C423

QA 372 .S 17 1988 Differential equations424

QA 39 . 2 .M 79 1976 Essential mathematics for college students425

QA 276 . 6 .C 6 1963 Sampling techniques426

QA 276 . 6 .C 6 1963 Sampling techniques427

QA 276 . 6 .C 6 1963 Sampling techniques428

QA 533 .R 5 1969 Plane trigonometry429

QA 533 .R 5 1969 Plane trigonometry430

QA 533 .R 5 1969 Plane trigonometry431

QA 533 .R 5 1969 Plane trigonometry432

QA 533 .R 5 1969 Plane trigonometry433

QA 533 .R 5 1969 Plane trigonometry434

QA 612 .M 37 Algebraic topology an introduction435

QA 169 .R 66 An introduction to homological algebra436

QA 169 .R 66 An introduction to homological algebra437

QA 611 .S 4 Introduction to topology and modern analysis438

QA 76 . 9 .F 5 H 37 File systems structures and algorithms439

QA 371 .B 77 1977 Elementary differential equations and boundary value problems440

QA 303 .S 17 1986 Calculus one and several variables, with analytic geometry441

QA 371 . 5 .D 37 D 4813 Scientific computing with ordinary differential equations442

QA 76 . 73 .P 2 T 72 1989 Programming in Pascal443

QA 76 . 5 .S 3 Ordinateurs electronigues techniques de programmation444

QA 303 .S 17 1990 Calculus: one and several variables445

QA 303 .A 53 1992 Calculus with analytic geometry446

QA 76 . 9 .M 35 H 57 Introduction to discrete mathematics447

QA 276 .L 546 1993 Statistical theory448

QA 280 .D 48 1993 Developments in time series analysis: in honour of Maurice B. Priestley449

QA 276 .E 92 Introduction to optimization methods and their application in statistics450

QA 308 .P 7813 Integrals and series451

QA 76 . 6 .W 526 An introduction to object-oriented programming and C++452

QA 431 .S 26 Hypersingular integrals and their applications453

QA 303 .A 3 2000 Calculus of several variables454

Page 6: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 303 .A 3 2000 Calculus of several variables455

QA 303 .A 3 2000 Calculus of several variables456

QA 76 . 73 .P 2 G 68 Schaum's outline of theory and problems of programming with PASCAL457

QA 331 .A 45 1979 Complex analysis: an introduction to the theory of analytic functions of one complex variable458

QA 76 . 5 .S 5524 Computers and computer languages459

QA 76 . 73 .C 153 H 6 1994 Borland C++ for Windows programming460

QA 76 . 73 .C 153 H 6 1994 Borland C++ for Windows programming461

QA 76 . 73 .C 153 H 6 1994 Borland C++ for Windows programming462

QA 5 .W 28 The Oxford minidictionary of mathematics463

QA 5 .W 28 The Oxford minidictionary of mathematics464

QA 76 . 76 .O 63 D 858 Advanced MS-DOS: the microsoft guide for assembly language and C programmers465

QA 300 .L 52 1993 An introduction to mathematical analysis466

QA 76 . 76 .O 63 M 53 Operating systems: concepts and design467

QA 76 . 76 .O 63 M 53 Operating systems: concepts and design468

QA 247 .L 34 Cyclotomic fields II469

QA 76 . 73 .C 15 H 83 C/C++ for expert systems470

QA 611 .S 84 1993 Classical topology and combinatorial group theory471

QA 76 . 73 .C 15 S 3537 Teach yourself C472

QA 76 . 73 .C 15 S 3537 Teach yourself C473

QA 404 .E 25 1982 Fourier series: a modern introduction474

QA 404 .E 25 1982 Fourier series: a modern introduction475

QA 76 . 9 .D 35 L 5 Schaum's outline of theory and problems of data structures476

QA 76 . 9 .D 35 L 5 Schaum's outline of theory and problems of data structures477

QA 76 . 73 .S 67 L 9 Understanding SQL478

QA 331 . 5 .G 58 Methods of real analysis479

QA 184 . 5 .L 56 3000 solved problems in linear algebra480

QA 184 . 5 .L 56 3000 solved problems in linear algebra481

QA 184 . 5 .L 56 3000 solved problems in linear algebra482

QA 184 . 5 .L 56 3000 solved problems in linear algebra483

QA 188 .B 759 Schaum's outline of theory and problems of matrix operations484

QA 188 .B 759 Schaum's outline of theory and problems of matrix operations485

QA 188 .B 759 Schaum's outline of theory and problems of matrix operations486

QA 76 . 758 .G 47 Fundamentals of software engineering487

QA 76 . 76 .W 56 N 68 1992 Peter Norton's Windows 3.1 power programming techniques488

QA 76 . 76 .W 56 N 68 1992 Peter Norton's Windows 3.1 power programming techniques489

QA 76 . 76 .W 56 N 68 1992 Peter Norton's Windows 3.1 power programming techniques490

QA 76 . 15 .C 46 1985 The Penguin dictionary of computers491

QA 371 .G 53 Differential equations: a modeling approach492

QA 76 . 64 .C 36 Borland C++ 3.1 object-oriented programming493

QA 76 . 6 .T 875 Tutorial:object- oriented computing494

QA 76 . 6 .T 875 Tutorial:object- oriented computing495

QA 76 . 9 .D 35 H 67 Fundamentals of data structures496

QA 76 . 9 .D 35 H 67 Fundamentals of data structures497

QA 76 . 9 .D 35 H 67 Fundamentals of data structures498

QA 76 . 9 .D 35 H 67 Fundamentals of data structures499

QA 76 . 9 .D 35 H 67 Fundamentals of data structures500

QA 76 . 9 .D 35 H 67 Fundamentals of data structures501

QA 76 . 9 .D 35 H 67 Fundamentals of data structures502

QA 76 . 9 .D 35 H 67 Fundamentals of data structures503

QA 76 . 9 .D 35 H 67 Fundamentals of data structures504

QA 76 . 9 .D 35 H 67 Fundamentals of data structures505

QA 76 . 9 .D 35 H 67 Fundamentals of data structures506

QA 155 .H 47 1975 Topics in algebra507

QA 155 .H 47 1975 Topics in algebra508

QA 155 .H 47 1975 Topics in algebra509

QA 155 .H 47 1975 Topics in algebra510

QA 155 .H 47 1975 Topics in algebra511

QA 76 . 8 .M 6895 A 17 1986 68000 assembly language programming512

QA 303 .T 42 1988 Calculus and analytic geometry513

QA 303 .T 42 1988 Calculus and analytic geometry514

QA 276 .M 67 1974 Introduction to the theory of statistics515

QA 297 .C 65 1981 Elementary numerical analysis: an algorithmic approach516

QA 297 .C 65 1981 Elementary numerical analysis: an algorithmic approach517

QA 297 .C 65 1981 Elementary numerical analysis: an algorithmic approach518

QA 76 . 8 .Z 5 N 5 Z- 80 microprocessor: programming & interfacing519

QA 76 . 8 .Z 5 N 5 Z- 80 microprocessor: programming & interfacing520

QA 76 . 8 .Z 5 N 5 Z- 80 microprocessor: programming & interfacing521

QA 300 .B 47 1975 Mathematical analysis: a brief course for engineering students522

QA 300 .B 47 1975 Mathematical analysis: a brief course for engineering students523

QA 300 .A 572 1967 Calculus524

QA 300 .A 572 1967 Calculus525

QA 300 .A 572 1967 Calculus526

QA 76 . 8 .I 1015 S 36 1988 Handbook of BASIC:for the IBM PC, XT, AT, PS/ 2, and compatibles527

QA 303 .L 4818 1993 Calculus with applications528

QA 276 . 12 .O 87 1994 Understanding statistics529

QA 372 .S 417 Numerical solution of ordinary differential equations530

QA 154 . 2 .A 313 Algebra I :Basic notions of algebra531

QA 154 . 2 .A 313 Algebra I :Basic notions of algebra532

QA 154 . 2 .A 313 Algebra I :Basic notions of algebra533

QA 403 .D 57 Harmonic analysis and boundary value problems in the complex domain534

QA 184 .M 64 1992 A first course in linear algebra535

QA 76 . 9 .D 3 F 6 FOXBASE+ : relational database management system, revision 2.10: reference manual536

QA 76 . 9 .D 3 F 6 FOXBASE+ : relational database management system, revision 2.10: reference manual537

QA 76 . 9 .D 3 F 6 FOXBASE+ : relational database management system, revision 2.10: reference manual538

QA 162 .F 7 1982 A first course in abstract algebra539

QA 162 .F 7 1982 A first course in abstract algebra540

QA 297 .A 83 1993 Elementary numerical analysis541

QA 297 .A 83 1993 Elementary numerical analysis542

QA 297 .T 5 Computing for scientists and engineers: a workbook of analysis, numerics, and applications543

QA 377 .H 27 1987 Elementary applied partial differential equations: with Fourier series and boundary value problems544

QA 377 .H 27 1987 Elementary applied partial differential equations: with Fourier series and boundary value problems545

Page 7: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 377 .H 27 1987 Elementary applied partial differential equations: with Fourier series and boundary value problems546

QA 377 .H 27 1987 Elementary applied partial differential equations: with Fourier series and boundary value problems547

QA 188 .W 38 Fundamentals of matrix computations548

QA 76 . 64 .B 43 1994 Object-oriented languages: basic principles and programming techniques549

QA 76 . 76 .O 63 P 47 Teach yourself Windows 95 in 24 hours550

QA 76 . 73 .C 15 W 38 Photorealism and ray tracing in C551

QA 310 .T 35 1992 Pocket book of integrals and mathematical formulas552

QA 76 . 5 .T 545 PC intern: system programming: the encyclopedia of DOS programming know how553

QA 76 . 5 .T 545 PC intern: system programming: the encyclopedia of DOS programming know how554

QA 76 . 5 .T 545 PC intern: system programming: the encyclopedia of DOS programming know how555

QA 273 .B 2584 Probability and statistical inference556

QA 41 .S 75 Mathematical handbook of formulas and tables557

QA 41 .S 75 Mathematical handbook of formulas and tables558

QA 41 .S 75 Mathematical handbook of formulas and tables559

QA 76 . 9 .D 3 M 556 Microsoft Visual FoxPro version 3.0560

QA 76 . 9 .D 3 M 557 Microsoft Visual FoxPro version 3.0561

QA 76 . 9 .D 3 M 558 Microsoft Visual FoxPro version 3.0562

QA 76 . 9 .D 3 M 56 Microsoft Visual FoxPro version 3.0563

QA 76 . 73 .V 27 D 46 1997 ActiveX controls inside out564

QA 277 .B 385 Statistical tests: an introduction with Minitab commentary565

QA 273 .H 694 1997 Probability and statistical inference566

QA 276 . 6 .T 577 Adaptive sampling567

QA 315 .U 7313 Calculus of variations and harmonic maps568

QA 315 .P 5 Optimal control and the calculus of variations569

QA 315 .P 5 Optimal control and the calculus of variations570

QA 278 .D 545 Analysis of longitudinal data571

QA 276 . 12 .M 4 1997 Statistics572

QA 76 . 73 .C 153 H 667 Fundamnetals of data structures in C++573

QA 76 . 73 .C 153 H 667 Fundamnetals of data structures in C++574

QA 371 .B 773 1997 Elementary differential equations and boundary value problems575

QA 162 .H 47 1996 Abstract algebra576

QA 300 .B 74 Real analysis577

QA 76 . 5 .L 5 Schaum's outline of theory and problems of data processing578

QA 402 . 5 .W 47 1982 Foundations of optimization579

QA 274 . 75 .K 88 Identification of dynamical systems with small noise580

QA 76 . 73 .C 153 S 33 1995 C++ : the Complete references581

QA 303 .D 58 Calculus582

QA 184 .K 67 1993 Introductory linear algebra with applications583

QA 184 .K 67 1990 Introductory linear algebra with applications584

QA 276 . 12 .D 58 Introduction to statistical analysis585

QA 641 .M 52 Elements of differential geometry586

QA 276 .M 426 1990 Mathematical statistics with applications587

QA 276 .M 426 1990 Mathematical statistics with applications588

QA 276 .M 426 1990 Mathematical statistics with applications589

QA 303 .Y 34 Applied calculus590

QA 273 .B 2546 1992 Introduction to probability and mathematical statistics591

QA 297 .M 344 1991 Numerical analysis: a practical approach592

QA 297 .M 344 1991 Numerical analysis: a practical approach593

QA 377 .K 48 Partial differential equations: analytical solution techniques594

QA 377 .K 48 Partial differential equations: analytical solution techniques595

QA 278 . 8 .D 35 1990 Applied nonparametric statistics596

QA 162 .E 37 Fundamental concepts of abstract algebra597

QA 276 . 16 .S 66 1989 Basic statistics: tales of distributions598

QA 184 .F 75 1989 Linear algebra599

QA 276 .F 692 1987 Mathematical statistics600

QA 331 . 5 .D 46 Introduction to real analysis601

QA 300 .B 294 1992 Introduction to real analysis602

QA 39 . 2 .E 65 Discrete mathematics with applications603

QA 184 .C 84 1991 Linear algebra and differential equations: an integrated approach604

QA 154 .L 35 Algebra605

QA 184 .E 35 Elementary linear algebra606

QA 184 .N 6 1988 Applied linear algebra607

QA 37 . 2 .A 9 Schaum's outline of theory and problems of first year college mathematics: college algebra, plane trigonometry, plane and solid analytic geometry, introduction to calculus608

QA 37 . 2 .A 9 Schaum's outline of theory and problems of first year college mathematics: college algebra, plane trigonometry, plane and solid analytic geometry, introduction to calculus609

QA 37 . 2 .A 9 Schaum's outline of theory and problems of first year college mathematics: college algebra, plane trigonometry, plane and solid analytic geometry, introduction to calculus610

QA 37 . 2 .A 9 Schaum's outline of theory and problems of first year college mathematics: college algebra, plane trigonometry, plane and solid analytic geometry, introduction to calculus611

QA 303 .B 53 Calculus, with applications to the management, social, behavioral, and biomedical sciences612

QA 37 . 2 .D 384 Technical mathematics with calculus613

QA 9 .A 638 An introduction to mathematical logic and type theory: to truth through proof614

QA 184 .G 745 Linear algebra and its applications615

QA 241 .A 42 Algebraic number theory: proceedings of an instructional Conference organized by the London Mathematical Society (a NATO advanced study institute) with the support of the International Mathematical Union616

QA 371 .L 64 Differential equations617

QA 371 .L 64 Differential equations618

QA 76 . 9 .M 35 B 35 Introductory discrete mathematics619

QA 531 .S 85 Trigonometry620

QA 303 .G 34 Calculus and analytic geometry621

QA 184 .T 83 A unified introduction to linear algebra: models, methods, and theory622

QA 154 . 2 .S 844 Precalculus623

QA 76 . 76 .O 63 S 5583 1991 Operating system concepts624

QA 303 .S 288 Schaum's 3000 solved problems in calculus625

QA 303 .S 288 Schaum's 3000 solved problems in calculus626

QA 273 .P 2 1991 Probability, random variables, and stochastic processes627

QA 166 .L 38 Graphical models628

QA 1 .A 197 Advances in Soviet mathematics629

QA 1 .A 197 Advances in Soviet mathematics630

QA 273 .S 54413 Probability631

QA 76 . 5 .S 86 Database computers: principles, Architectures and techniques632

QA 303 .D 6 Infinitesimal calculus633

QA 303 .D 6 Infinitesimal calculus634

QA 303 .D 6 Infinitesimal calculus635

QA 611 .F 69 A topological picturebook636

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رديفعنوانشماره بازيابي QA 471 .A 9 1967 Schaum's outline of theory and problems of projective geometry637

QA 471 .A 9 1967 Schaum's outline of theory and problems of projective geometry638

QA 471 .A 9 1967 Schaum's outline of theory and problems of projective geometry639

QA 154 .S 6 Schaum's outline of theory and problems of college algebra640

QA 154 .S 6 Schaum's outline of theory and problems of college algebra641

QA 154 .S 6 Schaum's outline of theory and problems of college algebra642

QA 299 . 6 .M 37 1992 Proceeding of Sixth Mathematical Analysis Seminar, Nov. 7-8, 1992, Department of Mathematics, Sistan and Baluchistan University, Zahedan, Iran643

QA 374 .S 86 Partial differential equation: an introduction644

QA 374 .S 86 Partial differential equation: an introduction645

QA 297 .R 435 Reliable numerical computation646

QA 76 . 73 .F 25 S 333 Fortran 90 and engineering computation647

QA 297 .J 63 Numerical analysis648

QA 297 .J 63 Numerical analysis649

QA 297 .J 63 Numerical analysis650

QA 297 .J 63 Numerical analysis651

QA 297 .J 63 Numerical analysis652

QA 297 .A 84 1988 An introduction to numerical analysis653

QA 297 .A 84 1988 An introduction to numerical analysis654

QA 297 .A 84 1988 An introduction to numerical analysis655

QA 297 .A 84 1988 An introduction to numerical analysis656

QA 297 .A 84 1988 An introduction to numerical analysis657

QA 297 .A 84 1988 An introduction to numerical analysis658

QA 297 .A 84 1988 An introduction to numerical analysis659

QA 297 .A 84 1988 An introduction to numerical analysis660

QA 297 .A 84 1988 An introduction to numerical analysis661

QA 377 .M 323 Partial differential equations: methods and applications662

QA 76 .S 3 Schaum's outline of theory and problems of introduction to computer science663

QA 76 .S 3 Schaum's outline of theory and problems of introduction to computer science664

QA 76 .S 3 Schaum's outline of theory and problems of introduction to computer science665

QA 76 .S 3 Schaum's outline of theory and problems of introduction to computer science666

QA 76 . 73 .C 6 R 6 COBOL programming667

QA 76 . 73 .F 25 R 2 Computer programming fortran and other languages668

QA 76 . 76 .O 63 T 35 Operating systems: design and implementation669

QA 76 . 9 .A 73 H 39 1988 Computer architecture & organization670

QA 76 . 9 .A 73 H 39 1988 Computer architecture & organization671

QA 152 . 2 .R 5 Schaum's outline of modern elementary algebra672

QA 152 . 2 .R 5 Schaum's outline of modern elementary algebra673

QA 152 . 2 .R 5 Schaum's outline of modern elementary algebra674

QA 152 . 2 .R 5 Schaum's outline of modern elementary algebra675

QA 157 .K 813 Problem book algebra and elementary functions676

QA 157 .K 813 Problem book algebra and elementary functions677

QA 263 .A 9 Schaum's outline of theory and problems of matrices678

QA 263 .A 9 Schaum's outline of theory and problems of matrices679

QA 263 .A 9 Schaum's outline of theory and problems of matrices680

QA 263 .A 9 Schaum's outline of theory and problems of matrices681

QA 263 .A 9 Schaum's outline of theory and problems of matrices682

QA 263 .A 9 Schaum's outline of theory and problems of matrices683

QA 273 .L 5 Schaum's outline of theory and problems of probability684

QA 273 .L 5 Schaum's outline of theory and problems of probability685

QA 273 . 5 .S 78 1995 Stochastic geometry and its applications686

QA 276 .H 5 1970 Introduction to mathematical statistics687

QA 276 .S 6 Schaum's outline of theory and problems of statistics688

QA 297 .R 3 A first course in numerical analysis689

QA 297 .R 3 A first course in numerical analysis690

QA 297 .R 3 A first course in numerical analysis691

QA 297 .R 3 A first course in numerical analysis692

QA 297 .S 3 Schaum's outline of theory and problems of numerical analysis693

QA 300 .D 3 Problems in mathematical analysis694

QA 300 .D 3 Problems in mathematical analysis695

QA 300 .D 3 Problems in mathematical analysis696

QA 300 .D 3 Problems in mathematical analysis697

QA 300 .D 3 Problems in mathematical analysis698

QA 300 .N 5 A course of mathematical analysis699

QA 300 .N 5 A course of mathematical analysis700

QA 300 .N 5 A course of mathematical analysis701

QA 300 .N 5 A course of mathematical analysis702

QA 300 .N 5 A course of mathematical analysis703

QA 300 .S 6 1963 Schaum's outline of theory and problems of advanced calculus704

QA 300 .S 6 1963 Schaum's outline of theory and problems of advanced calculus705

QA 274 .K 57 Foundations of the prediction process706

QA 303 .M 6813 An introduction to the fractional calculus and fractional differential equations707

QA 279 .S 77 Combinatorics of experimental design708

QA 371 .H 57 Differential equations and group methods for scientists and engineers709

QA 372 .Z 3513 Discrete-group methods for integrating equations of nonlinear mechanics: theory, solutions, and applications710

QA 301 .B 4 A problem book in mathematical analysis711

QA 301 .B 4 A problem book in mathematical analysis712

QA 301 .B 4 A problem book in mathematical analysis713

QA 612 . 33 .W 44 K-theory and C*-algebras: a friendly approach714

QA 377 .G 76 Patterns and waves: the theory and applications of reaction-diffusion equations715

QA 76 . 76 .T 83 S 53 Computer-aided design of language processors716

QA 171 .I 59 1986 Semigroups and their applications: proceeding of the International Conference" Algebraic Theory of Semigroups and Its Applications" held at the California State University, Chico, April 10-12, 1986717

QA 273 . 6 .N 33 Nonparametric estimation of probability densities and regression curves718

QA 303 .G 76 1988 Calculus719

QA 303 .M 3 Problems in calculus of one variable (with elements of theory)720

QA 303 .R 5 Calculus and analytic geometry721

QA 303 .R 5 Calculus and analytic geometry722

QA 303 .R 5 Calculus and analytic geometry723

QA 303 .S 85 1987 Calculus and analytic geometry724

QA 305 .T 56 1969 Calculus and analytic geometry: student supplement725

QA 320 .K 74 Introductory functional analysis with applications726

QA 320 .K 74 Introductory functional analysis with applications727

Page 9: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 320 .R 8 Functional analysis728

QA 300 .R 82 1974 Real and complex analysis729

QA 371 .A 9 1981 Schaum's outline of theory and problems of differential equations in SI metric units730

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences731

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences732

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences733

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences734

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences735

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences736

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences737

QA 372 .T 4 Ordinary differential equations; an elementary textbook for students of mathematics, engineering, and the sciences738

QA 459 .M 6 Problems in geometry739

QA 641 .L 5 Schaum's outline of theory of differential geometry740

QA 9 .M 752 Inconsistent mathematics741

QA 177 .A 53 Products of groups742

QA 76 . 9 .A 43 H 63 Analysis of algrorithms: computational methods & mathematical tools743

QA 76 . 9 .A 43 H 63 Analysis of algrorithms: computational methods & mathematical tools744

QA 274 . 8 .Q 48 Queueing and related models745

QA 251 . 3 .D 54 Categories of commutative algebras746

QA 643 .A 37 General theory of irregular curves747

QA 251 . 3 .A 32 An introduction to Grobner bases748

QA 76 . 9 .M 35 M 48 Discrete mathematics with applications749

QA 21 .W 385 The infinite in the finite750

QA 169 .M 45 Elementary categories elementary toposes751

QA 268 .P 74 Error-correcting codes and finite fields752

QA 431 .K 66 Global behavior of nonlinear difference equations of higher order with applications753

QA 279 . 4 .K 58 Fuzzy decision procedures with binary relations: towards a unified theory754

QA 279 . 4 .Z 56 Fuzzy sets, decision making, and expert systems755

QA 171 .H 56 Techniques of semigroup theory756

QA 911 .H 8 Schaum's outline of theory and problems of fluid dynamics757

QA 76 . 73 .P 35 F 58 Pascal and Beyond-data abstraction and data structures using Turbo Pascal758

QA 377 .K 85 Elements of superintegrable systems: basic techniques and results759

QA 300 .M 544 An introduction to analysis: from number to integral760

QA 184 .A 57 1994 Elementary Linear algebra761

QA 402 . 3 .M 3484 The mathematics of control theory: based on the proceedings of a conference on Control Theory, organized by The Institute of Mathematics and its applications and held at the University of Strathclyde in September 1988762

QA 172 .C 37 1988 Ordered algebraic structures: proceedings of the Caribbean Mathematics Foundation Conference on Ordered Algebraic Structures, Curacao, August 1988763

QA 247 . 3 .E 35 Additive number theory of polynomials over a finite field764

QA 280 .U 72 1992 Proceedings of the first US/Japan Conference on the frontiers of Statistical Modeling: an Informational Approach765

QA 280 .U 72 1992 Proceedings of the first US/Japan Conference on the frontiers of Statistical Modeling: an Informational Approach766

QA 280 .U 72 1992 Proceedings of the first US/Japan Conference on the frontiers of Statistical Modeling: an Informational Approach767

QA 614 .S 87 Symplectic geometry and quantization: two symposia on sympletic geometry and quantization problems, July 1993, Japan768

QA 76 . 9 .M 35153 1992 An introduction to discrete mathematics, formal system specification, and Z769

QA 76 . 9 .A 43 M 44 An introduction to systolic algorithm design770

QA 273 .C 74713 Elements of probabilistic analysis with applications771

QA 273 .C 74713 Elements of probabilistic analysis with applications772

QA 276 .A 1 P 36 1985 Probability theory and mathematical statistics with applications: proceedings of the 5th Pannonian Symposium on Mathematical Statistics, Visegrad, Hungary, 20-24 May, 1985773

QA 9 . 58 .M 3713 The theory of algorithms774

QA 241 .P 233 P-adic methods and their applications775

QA 329 . 42 .R 63 Elliptic operators and lie groups776

QA 326 .K 4813 Banach and locally convex algebras777

QA 374 .W 55 Partial differential equations778

QA 564 .A 37 1992 Classification of algebraic varieties: Algebraic Geometry Conference on Classification of Algebraic Varieties, May 22-30, 1992, University of L'Aquila, L'Aquila, Italy779

QA 377 .L 483 Global classical solutions for quasilinear hyperbolic systems780

QA 76 . 6 .I 524 Intensional logics for programming781

QA 402 .S 356 1994 Dynamics of complex interacting systems782

QA 159 .A 66 Approaches to algebra: perspectives for research and teaching783

QA 76 . 9 .D 35 H 67 1994 Fundamentals of data structures in Pascal784

QA 402 . 5 .M 35288 Mathematical programming: recent developments and applications785

QA 329 . 6 .K 65 Distortion theorems in relation to linear integral operators786

QA 431 .K 68 Integral equations787

QA 431 .K 68 Integral equations788

QA 404 . 7 .K 55 Pluripotential theory789

QA 372 .C 6373 Computational ordinary differential equations: based on the proceedings of a conference on computational ordinary differential equations, organized by the Institute of Mathematics and Its Applications and held at Imperial College of Science and Tech790

QA 278 . 2 .I 85 Asymptotic theory of nonlinear regression791

QA 241 .N 38 1988 Number theory and applications792

QA 3 .A 57 no. 540 Manifolds with group actions and elliptic operators793

QA 3 .A 57 no. 556 Finite rational matrix groups794

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units795

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units796

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units797

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units798

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units799

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units800

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units801

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units802

QA 371 .A 9 1974 Schaum's outline of theory and problems of differential equations in SI metric units803

QA 403 . 3 .B 87 Introduction to wavelets and wavelet transforms: a primer804

QA 403 . 3 .B 87 Introduction to wavelets and wavelet transforms: a primer805

QA 403 . 3 .B 87 Introduction to wavelets and wavelet transforms: a primer806

QA 281 .P 37 Interpolation, identification, and sampling807

QA 248 .N 48 New trends in fuzzy systems: proceedings of the International Joint Workshop on Current Issues Fuzzy Technologies/ Methods and Environment for planning and programming CIFT / MEPP' 96, Napoli, Italy, 10-11 Oct.; 97808

QA 248 .Z 55 1996 Fuzzy set theory- and its applications809

QA 248 .Z 55 1996 Fuzzy set theory- and its applications810

QA 248 .Z 55 1996 Fuzzy set theory- and its applications811

QA 268 .C 75 Cryptography and coding II812

QA 76 . 73 .C 15 S 354 Turbo C the complete reference813

QA 76 . 9 .S 88 T 83 Systems analysis and design: a comparison of structured methods814

QA 76 . 73 .E 36 T 9 Eiffel object-oriented programming815

QA 371 .F 85 Modelling with differential and difference equations816

QA 371 .I 813 A first course in the numerical analysis of differential equations817

QA 297 .C 48313 Numerical methods for the solution of ill-posed problems818

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رديفعنوانشماره بازيابي QA 76 . 76 .D 47 H 35 1995 Teach Yourself... Delphi819

QA 76 . 9 .D 3 B 49 1996 Database systems820

QA 76 . 9 .S 88 S 59 1996 Introducing systems design821

QA 76 . 76 .O 63 C 37 1997 Windows NT Workstation 4822

QA 5 .S 25 Sahni's dictionary of mathematics823

QA 5 .S 25 Sahni's dictionary of mathematics824

QA 331 . 7 .P 35 Complex analysis825

QA 76 . 9 .D 3 V 45 Oracle troubleshooting826

QA 76 . 9 .D 3 M 84 Index data structures in object-oriented databases827

QA 281 .S 25 Interpolation theory and its applications828

QA 281 .S 25 Interpolation theory and its applications829

QA 281 .S 25 Interpolation theory and its applications830

QA 377 .O 72 Optimization methods in partial differential equations: proceedings from the 1996 joint summer research Conference, June 16-20, 1996, Mt. Holyoke College831

QA 377 .O 72 Optimization methods in partial differential equations: proceedings from the 1996 joint summer research Conference, June 16-20, 1996, Mt. Holyoke College832

QA 404 .P 55 Fourier series and integral transforms833

QA 639 . 5 .S 77 Convex integration theory: solutions to the h-principle in geometry and topology834

QA 188 .S 663 Matrix calculus and kronecker product with applications and C++ programs835

QA 188 .S 663 Matrix calculus and kronecker product with applications and C++ programs836

QA 76 . 76 .O 63 M 52413 Microsoft Windows 98 Resource Kit, Beta Release837

QA 76 . 9 .D 3 D 3659 1995 An introduction to database systems838

QA 377 .L 53 Second order parabolic differential equations839

QA 76 . 9 .D 3 S 66 Inside Microsoft SQL Server 6.5840

QA 76 . 758 .M 258 Guide to software engineering standards and specifications841

QA 221 .M 52 Introduction to the theory of weighted polynomial approximation842

QA 221 .M 52 Introduction to the theory of weighted polynomial approximation843

QA 371 . 35 .C 66 Introduction to partial differential equations with MATLAB844

QA 431 .W 36 A first course in integral equations845

QA 274 . 23 .M 5513 Numerical integration of stochastic differential equations846

QA 274 . 23 .M 5513 Numerical integration of stochastic differential equations847

QA 76 . 7 .A 67 1997 Programming languages: paradigm and practice848

QA 300 .L 35 1997 Elementary real analysis849

QA 297 .T 55 Nonlinear ill-posed problems850

QA 297 .T 55 Nonlinear ill-posed problems851

QA 300 .M 2847 1982 Principles of real analysis852

QA 300 .M 2847 1982 Principles of real analysis853

QA 300 .M 2847 1982 Principles of real analysis854

QA 76 . 9 .D 3 J 58 Database: models, languages, design855

QA 76 . 73 .B 3 M 39 1997 Using Visual Basic 5856

QA 76 . 9 .D 3 S 253 Foxpro 2: self- teaching guide857

QA 901 .A 45 Fluid mechanics858

QA 901 .A 45 Fluid mechanics859

QA 1 .A 647 Fluid dynamics860

QA 5 .M 3 A short dictionary of mathematics861

QA 40 .V 2 The VNR concise encyclopedia of mathematics862

QA 47 .B 6 Tables numeriques universelles des laboratoires et bureaux d'etude863

QA 76 . 15 .C 4 A dictionary of computers864

QA 141 . 35 .L 3 Laurie's decimal tables of simple interest at 5, 4 1/2, 4, 3 1/2, 3, 2 1/2, 2, 1/4, per cent, per annum calculated per day, per month and per year865

QA 3 .L 28 no. 1055 Quantum probability and applications to the quantum theory of irreversible processes : proceedings of the international workshop held at Villa Mondragone, Italy, September 6-11, 1982866

QA 3 .P 8 D 5 Treatise on analysis867

QA 3 .P 8 D 5 Treatise on analysis868

QA 3 .P 8 D 5 Treatise on analysis869

QA 3 .P 8 D 5 Treatise on analysis870

QA 3 .P 8 D 5 Treatise on analysis871

QA 3 .P 8 D 5 Treatise on analysis872

QA 3 .P 8 D 5 Treatise on analysis873

QA 9 .M 4 Mathematics in your world874

QA 9 . 56 .B 44 Fundations of constructive mathematics875

QA 9 . 6 .B 73 Algorithmics: theory and practice876

QA 9 . 7 .S 39 V 6 Vollstandige systeme modaler und intuitioni tischor logik877

QA 29 .H 19 A 35 I want to be a mathematician an automathograph878

QA 93 .K 3 Mathematics and the imagination879

QA 37 .R 495 1966 Fundamentals of mathematics880

QA 39 . 2 .B 4 Basic mathematics with algebra and geometry881

QA 39 . 2 .B 8 Finite mathematics with applications882

QA 39 . 2 .G 58 1981 Study guide to accompany precalculus mathematics883

QA 39 . 2 .M 8 General mathematics for college students884

QA 43 .M 3 Mathematics challenger: selected problems from the mathematics student journal885

QA 43 .S 5 Selected problems and theorems in elementary mathematics: Arithmetic and algebra886

QA 76 . 6 .G 38 1985 Computer organization and programming : with an emphasis on the personal computer887

QA 76 . 6 .G 38 1985 Computer organization and programming : with an emphasis on the personal computer888

QA 76 .B 6 Automatic digital calculators889

QA 76 .F 74 1986 Oliver and Chapman's data processing890

QA 76 .K 4 1968 Computers; machines with a memory891

QA 76 .K 7 Introductory theory of computer science892

QA 76 .S 4 An introduction to computers893

QA 76 . 5 .B 3 Theory and design of digital machines894

QA 76 . 5 .C 61388 Computers and application software895

QA 76 . 5 .R 5 The bugbook V: introductory experiments in digital electronics, 8080A microcomputer programming, and 8080A microcomputer interfacing896

QA 76 . 5 .U 35 1991 Microcomputers and microprocessors : the 8080, 8085, and Z-80 : programming, interfacing, and troubleshooting897

QA 76 . 53 .H 6 Time-sharing applications library guide series 600/6000898

QA 76 . 53 .H 6 Time-sharing applications library guide series 600/6000899

QA 76 . 53 .H 6 Time-sharing applications library guide series 600/6000900

QA 76 . 6 .A 46 An introduction to VisiCalc matrixing for Apple and IBM901

QA 76 . 6 .B 7774 CICS: mastering command level coding using COBOL902

QA 76 . 6 .B 7774 CICS: mastering command level coding using COBOL903

QA 76 . 76 .O 63 C 65 Operating system design904

QA 76 . 6 .K 6 The art of computer programming905

QA 76 . 6 .K 6 The art of computer programming906

QA 76 . 758 .P 75 1987 Software engineering : a practitioner's approach907

QA 76 . 7 .K 3 The Language of computer programming in English908

QA 76 . 73 .B 3 G 6 Schaum's outline of theory and problems of programming with BASIC, including microcomputer BASIC909

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رديفعنوانشماره بازيابي QA 76 . 73 .B 3 K 568 Advanced Turbo BASIC910

QA 76 . 73 .C 15 K 63 Programming in C911

QA 76 . 73 .C 15 S 33 Advanced C912

QA 76 . 73 .C 15 S 33 Advanced C913

QA 76 . 73 .C 15 S 34 Advanced Turbo C914

QA 76 . 73 .C 25 Structured programming in COBOL915

QA 76 . 73 .C 25 H 88 Programming using the C language916

QA 76 . 73 .C 25 H 88 Programming using the C language917

QA 76 . 73 .C 25 N 48 Schaum's outline of theory and problems of programming with structured COBOL918

QA 76 . 73 .C 25 N 48 Schaum's outline of theory and problems of programming with structured COBOL919

QA 76 . 73 .C 25 N 48 Schaum's outline of theory and problems of programming with structured COBOL920

QA 76 . 73 .F 25 B 37 Effective Fortran 77 for engineers and scientists921

QA 76 . 73 .F 25 M 66 A crash course in Fortran922

QA 76 . 73 .P 2 S 36 1991 An introduction to programming and problem solving with PASCAL923

QA 76 . 73 .P 2 S 36 1991 An introduction to programming and problem solving with PASCAL924

QA 76 . 73 .P 2 S 36 1991 An introduction to programming and problem solving with PASCAL925

QA 76 . 73 .P 2 H 65 Pascal programming926

QA 76 . 76 .D 47 C 47 Software engineering environments : concepts and technology927

QA 76 . 8 .I 2594 H 3 PC Basic for begingers928

QA 76 . 8 .I 29 L 48 8080A/8085 assembly language programming929

QA 76 . 8 .M 5 Introdution to microprocessors930

QA 76 . 87 .C 45 Cellular neural networks931

QA 76 . 9 .A 25 P 45 Security in computing932

QA 76 . 73 .C 15 H 86 Understanding C933

QA 76 . 73 .C 15 A 32 1988 High-performance graphics in C : animation and simulation934

QA 76 . 9 .A 96 G 35 Logic for computer science : foundations of automatic theorem proving935

QA 76 . 9 .C 65 M 395 Computer simulation : a practical perspective936

QA 76 . 9 .D 3 L 57 Advanced dBase III : programming & techniques937

QA 76 . 9 .D 3 L 57 Advanced dBase III : programming & techniques938

QA 76 . 7 .P 7 1984 Programming languages: design and implementation939

QA 76 . 9 .D 3 W 53 1983 Database design940

QA 76 . 9 .F 5 B 73 File and data base techniques941

QA 93 .F 4 Numbers & such : a lively guide to the new math for parents & other perplexed adults942

QA 145 .N 53 Mathematics for practical use943

QA 145 .S 3 Mathematics: a basic course944

QA 3 .L 28 Algebraic K-theory, number theory, geometry, and analysis : proceedings of the international conference held at Bielefeld, Federal Republic of Germany, July 26-30, 1982945

QA 152 .B 86 Intermediate algebra946

QA 152 .H 8 Algebra and number systems947

QA 152 .R 5 1960 Schaum's principles and problems of elementary algebra948

QA 152 .R 5 1960 Schaum's principles and problems of elementary algebra949

QA 152 .R 5 1960 Schaum's principles and problems of elementary algebra950

QA 154 . 2 .A 38 1980 Algebra programmed951

QA 154 .R 47 College algebra952

QA 154 . 2 .M 8 Intermediate algebra953

QA 155 .B 68213 Algebra954

QA 155 .D 49 A 4 Algebren955

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra956

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra957

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra958

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra959

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra960

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra961

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra962

QA 251 .A 97 Schaum's outline of theory and problems of modern abstract algebra963

QA 169 .C 7 Combinatorial functors964

QA 171 .H 48 Finite groups965

QA 171 .H 83 1981 Linear algebraic groups966

QA 171 .N 49 V 37 Varieties of group967

QA 3 .P 8 Formal groups and applications968

QA 171 .S 52613 Algebraic groups and class fields, translation of the French edition969

QA 171 .T 66 Topics in group theory and computation970

QA 171 . 5 .T 8 Schaum's outline of theory and problems of advanced structural analysis971

QA 171 . 5 .T 8 Schaum's outline of theory and problems of advanced structural analysis972

QA 171 . 5 .T 8 Schaum's outline of theory and problems of advanced structural analysis973

QA 184 .C 87 Linear algebra : an introductory approach974

QA 184 .C 87 Linear algebra : an introductory approach975

QA 184 .C 87 Linear algebra : an introductory approach976

QA 184 .M 67 1983 Linear algebra977

QA 188 .W 4 I 5 Infinite linear groups: an account of the group-theoretic properties of infinite groups of matrices978

QA 221 .P 56 N-widths in approximation theory979

QA 241 .D 32 1980 Multiplicative number theory980

QA 241 .H 3 Development of the Minkowski geometry of numbers981

QA 241 .O 88 A 3 Additive zehlentheorie, Zweiter teip speziell zahlenmengen982

QA 3 .L 28 no. 1068 Number theory, Noordwijkerhout 1983 : proceedings of the Journees arithmetiques held at Noordwijkerhout, the Netherlands, July 11-15, 1983983

QA 3 .L 28 no. 1052 Number theory : a seminar held at the Graduate School and University Center of the City University of New York, 1982984

QA 247 .F 76 Galois module structure of algebraic integers985

QA 247 .K 75 I 3 Ideal theorie986

QA 251 .N 45 1970 Linear algebra and matrix theory987

QA 251 .P 76 Problems in linear algebra988

QA 251 .P 76 Problems in linear algebra989

QA 251 .P 76 Problems in linear algebra990

QA 251 . 5 .K 8 Quasikonforme abbildugen991

QA 252 . 3 .J 35 E 5 Einhullende algebren haibeinfacher lie-Algebren992

QA 433 .B 63 1977 Vector analysis and cartesian tensors993

QA 273 .A 1 1983 Probability measures in groups vii, proceedings of a conference held in oberwolfach, 24 - 30 April 1983994

QA 273 .B 76 Probability995

QA 273 .B 76 Probability996

QA 273 .B 76 Probability997

QA 273 .B 5 Introductory statistics and probability : a basis for decision making998

QA 273 .P 272 1960 Modern probability theory and its applications999

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1000

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رديفعنوانشماره بازيابي QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1001

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1002

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1003

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1004

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1005

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1006

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1007

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1008

QA 273 .L 5 1974 Schaum's outline of theory and problems of probability1009

QA 273 .P 76 Probability theory and computer science1010

QA 3 .L 28 1984 Characterization of distributions by the method of intensively monotone operators1011

QA 273 . 43 .Z 34 H 6 Homogeneous denumerable markov processes1012

QA 273 . 2 .P 3 Probability random variables and stochastic processes1013

QA 273 .W 64 Probability and statistics1014

QA 274 .D 44 C 3 Capacites et processus stochastiques1015

QA 312 .H 36 Derivation and Martingales1016

QA 276 .S 213 1984 Applied statistics : a handbook of techniques1017

QA 276 . 16 .S 8 Statistics; a guide to the unknown1018

QA 278 . 2 .J 64 Functional relations, random coefficients, and nonlinear regression with application to kinetic data1019

QA 279 .A 45 Experiment optimization in chemistry and chemical engineering1020

QA 279 .N 8 1983 Numerical analysis, Proceeding of the 10th Biennial conference held at Dundee, Scotland, June 28-July 1, 19831021

QA 295 .W 54 F 56 Finite sections of some classical inequalities1022

QA 297 .B 37 Numerical calculations and algorithms1023

QA 297 .K 6 1975 Computational mathematics: worked examples and problems with elements of theory1024

QA 297 .K 6 1975 Computational mathematics: worked examples and problems with elements of theory1025

QA 297 .K 6 1975 Computational mathematics: worked examples and problems with elements of theory1026

QA 297 .K 6 1975 Computational mathematics: worked examples and problems with elements of theory1027

QA 297 .K 6 1975 Computational mathematics: worked examples and problems with elements of theory1028

QA 297 .S 8213 1980 Introduction to numerical analysis1029

QA 297 .S 8213 1980 Introduction to numerical analysis1030

QA 297 .S 8213 1980 Introduction to numerical analysis1031

QA 300 .B 294 Introduction to real analysis1032

QA 300 .B 294 Introduction to real analysis1033

QA 300 .B 294 Introduction to real analysis1034

QA 564 .G 64 Principles of algebraic geometry1035

QA 564 .G 64 Principles of algebraic geometry1036

QA 564 .G 64 Principles of algebraic geometry1037

QA 303 .A 53 1988 Calculus with analytic geometry1038

QA 303 .C 9 Calculus for business, biology, and the social sciences1039

QA 303 .B 917 1965 Advanced calculus1040

QA 303 .B 917 1965 Advanced calculus1041

QA 303 .B 917 1965 Advanced calculus1042

QA 303 .B 6 The history of the calculus and its conceptual development (The concepts of the calculus)1043

QA 303 .B 4 A collection of problems on a course of mathematical analysis1044

QA 303 .B 3 1969 An introduction to calculus1045

QA 303 .J 5 1969 Calculus, with analytic geometry1046

QA 303 .J 5 1969 Calculus, with analytic geometry1047

QA 303 .J 5 1969 Calculus, with analytic geometry1048

QA 303 .J 5 1969 Calculus, with analytic geometry1049

QA 303 .M 3372 1985 Calculus1050

QA 303 .M 3372 1985 Calculus1051

QA 303 .M 3372 1985 Calculus1052

QA 303 .M 68 Calculus and analytic geometry1053

QA 303 .P 9 1970 Calculus with analytic geometry: a first course1054

QA 303 .P 9 1970 Calculus with analytic geometry: a first course1055

QA 303 .P 9 1970 Calculus with analytic geometry: a first course1056

QA 303 .P 9 1970 Calculus with analytic geometry: a first course1057

QA 303 .P 9 Calculus for college students1058

QA 303 .P 9 Calculus for college students1059

QA 303 .P 9 Calculus for college students1060

QA 303 .P 9 Calculus for college students1061

QA 303 .R 38 Calculus explanied1062

QA 303 .T 42 1979 Calculus and analytic geometry1063

QA 303 .T 42 1979 Calculus and analytic geometry1064

QA 303 .T 42 1979 Calculus and analytic geometry1065

QA 303 .T 42 1979 Calculus and analytic geometry1066

QA 303 .T 42 1979 Calculus and analytic geometry1067

QA 303 .T 42 1979 Calculus and analytic geometry1068

QA 303 .T 42 1979 Calculus and analytic geometry1069

QA 371 .W 3213 Differential and integral inequalities1070

QA 315 .K 7 Problems and exercises in the calculus of variations1071

QA 320 .C 658 A course in functional analysis1072

QA 320 .D 4 Nonlinear functional analysis1073

QA 322 .H 34 T 6 Topos anneles et schemas relatifs1074

QA 322 .S 33 Topological vector spaces1075

QA 322 . 2 .L 56 Classical Banach spaces1076

QA 322 . 2 .R 34 S 68 Sous-ensembles analytiques d'une Variete Banachique complexe1077

QA 323 .M 3813 Sobolev spaces1078

QA 329 .B 76 Elements of functional analysis1079

QA 329 .S 33 Norm ideals of completely continuous operators1080

QA 330 .Q 84 Methods of applied mathematics1081

QA 3 .L 28 no. 1083 Automorphic forms on GL ( 3, tR)1082

QA 331 .B 44 T 4 Theorie der funktionen Mehrerer Komplexer veranderlichen1083

QA 331 .B 63 P 6 Polynomial expansions of analytic functions1084

QA 331 .L 255 1985 Complex analysis1085

QA 331 .M 79 Functions of complex variable1086

QA 331 . 3 .H 3 1967 Precalculus mathematics1087

QA 331 .T 68 I 3 Indeaux de fountions differentialbles1088

QA 333 .F 67 Lectures on Riemann surfaces1089

QA 341 .L 32 1982 Introduction to algebraic and abelian functions1090

QA 341 .L 32 1982 Introduction to algebraic and abelian functions1091

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رديفعنوانشماره بازيابي QA 343 .L 35 Elliptic functions1092

QA 343 .P 48 M 6 Modulfunktionen und guadratishe Formen1093

QA 3 .U 45 no. 35 Theory and application of special functions: proceedings of an advanced seminar sponsored by the Mathematics Research Center, the University of Wisconsin-Madison, March 31-April 2, 19751094

QA 371 .M 57 P 37 1970 Partial differential equations of elliptic type1095

QA 371 .Z 2 Abstract differential equations1096

QA 372 .A 6913 Geometrical methods in the theory of ordinary differential equations1097

QA 372 .C 64 Theory of ordinary differential equations1098

QA 1 .A 647 Linear turning point theory1099

QA 372 .R 8 Ordinary differential equations1100

QA 372 .R 8 Ordinary differential equations1101

QA 372 .S 415 From equilibrium to chaos : practical bifurcation and stability analysis1102

QA 372 .S 94 1974 Numerical solutions of boundary value problems for ordinary differential equations : [proceedings of a symposium held at the University of Maryland, Baltimore County Campus, June 10-12, 1974]1103

QA 372 .O 55 Applications of Lie groups to differential equations1104

QA 1 .A 647 1984 Ordinary differential equations in R[superscript n] : problems and methods1105

QA 374 .G 75 Elementary partial differential equations1106

QA 374 .D 8 Schaum's outline of theory and problems of partial differential equations1107

QA 374 .C 648 Analytic theory of partial differential equations1108

QA 1 .A 647 1985 Singularities and groups in bifurcation theory1109

QA 374 .V 45 Digital computer treatment of partial differential equations1110

QA 377 .E 53 Elliptic problem solvers1111

QA 377 .E 533 Elliptic problem solvers1112

QA 377 .H 578 The analysis of linear partial differential operators1113

QA 377 .H 578 The analysis of linear partial differential operators1114

QA 377 .P 76 Maximum principles in differential equations1115

QA 378 .C 46813 Difference methods for initial-boundary-value problems and flow around bodies1116

QA 1 .A 647 v. 56 Nonlinear singular perturbation phenomena: theory and applications1117

QA 564 .S 35 1971 Some properties of differentiable varieties and transformations : with special reference to the analytic and algebraic cases1118

QA 387 .B 68 Representations of compact Lie groups1119

QA 3 .L 28 no. 1024 Lie group representations: proceedings of the Special Year, held at the University of Maryland, College Park, 1982-19831120

QA 3 .L 28 no. 1024 Lie group representations: proceedings of the Special Year, held at the University of Maryland, College Park, 1982-19831121

QA 387 .L 35 SL 2(R)1122

QA 251 .S 44 Modular Lie algebras1123

QA 387 .V 35 Lie groups, Lie algebras, and their representations1124

QA 401 .S 61 Mathematics of physics and modern engineering1125

QA 402 . 5 .F 4 Practical methods of optimization1126

QA 402 . 3 .R 47 Representation and control of infinite dimensional systems1127

QA 402 . 3 .R 47 Representation and control of infinite dimensional systems1128

QA 402 . 3 .R 47 Representation and control of infinite dimensional systems1129

QA 402 . 5 .F 57 Practical methods of optimization1130

QA 402 . 5 .F 57 Practical methods of optimization1131

QA 402 . 5 .F 57 Practical methods of optimization1132

QA 402 . 5 .F 57 Practical methods of optimization1133

QA 402 . 5 .F 57 Practical methods of optimization1134

QA 402 . 5 .F 57 Practical methods of optimization1135

QA 403 .B 39 Harmonic analysis on semigroups : theory of positive definite and related functions1136

QA 3 .L 28 no. 1062 Harmonic maps between surfaces : with a special chapter on conformal mappings1137

QA 403 . 5 .E 38 Littlewood-Paley and multiplier theory1138

QA 404 .K 34 S 4 Series de fourier absolument convergentes1139

QA 404 . 5 .O 4313 Fourier series with respect to general orthogonal systems1140

QA 431 .T 74 Treatment of integral equations by numerical methods : based on the proceedings of a symposium held in Durham from 19-29 July, 1982, organized under auspices of the London Mathematical Society1141

QA 432 .S 6 Schaum's outline of theory and problems of Laplace transforms1142

QA 432 .S 6 Schaum's outline of theory and problems of Laplace transforms1143

QA 432 .W 37 Laplace transforms and applications1144

QA 432 .W 37 Laplace transforms and applications1145

QA 432 .W 37 Laplace transforms and applications1146

QA 445 .D 82 Modern geometry--methods and applications1147

QA 445 .D 82 Modern geometry--methods and applications1148

QA 455 .R 5 Schaum's outline of principles and problems of plane geometry with Coordinate geometry1149

QA 455 .R 5 Schaum's outline of principles and problems of plane geometry with Coordinate geometry1150

QA 455 .R 5 Schaum's outline of principles and problems of plane geometry with Coordinate geometry1151

QA 501 .H 3 Schaum's outline of theory and problems of descriptive geometry1152

QA 501 .H 3 Schaum's outline of theory and problems of descriptive geometry1153

QA 501 .H 3 Schaum's outline of theory and problems of descriptive geometry1154

QA 501 .K 7 Descriptive geometry1155

QA 501 .K 7 Descriptive geometry1156

QA 501 .K 7 Descriptive geometry1157

QA 501 .K 7 Descriptive geometry1158

QA 531 .A 9 Schaum's outline of theory and problems of plane and spherical trigonometry1159

QA 531 .A 9 Schaum's outline of theory and problems of plane and spherical trigonometry1160

QA 531 .A 9 Schaum's outline of theory and problems of plane and spherical trigonometry1161

QA 531 .A 9 Schaum's outline of theory and problems of plane and spherical trigonometry1162

QA 404 .B 6 Integrability theorems for trigonometric transforms1163

QA 551 .B 73 Non-Archimedean analysis: a systematic approach to rigid analytic geometry1164

QA 551 .H 8 Analytic geometry and vectors1165

QA 551 .H 29 Analytic geometry and calculus1166

QA 551 .S 56 Analytic geometry1167

QA 551 .P 4 Calculus with analytic geometry1168

QA 551 .P 4 Calculus with analytic geometry1169

QA 551 .P 4 Calculus with analytic geometry1170

QA 551 .P 4 Calculus with analytic geometry1171

QA 555 .K 5 Schaum's outline of theory and problems of plane and solid analytic geometry1172

QA 555 .K 5 Schaum's outline of theory and problems of plane and solid analytic geometry1173

QA 555 .K 5 Schaum's outline of theory and problems of plane and solid analytic geometry1174

QA 555 .P 7 Problems in higher mathematics1175

QA 564 .A 4 1982 Algebraic Geometry, Bucharest, 1982: proceading of the international conference held in Bucharest, Poman, August 2-7, 19821176

QA 564 .B 587 Neron models1177

QA 564 .F 85 Riemann-Roch algebra1178

QA 564 .W 37 Introduction to affine group schemes1179

QA 565 .G 46 Geometry of algebraic curves1180

QA 565 .G 46 Geometry of algebraic curves1181

QA 565 .G 46 Geometry of algebraic curves1182

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رديفعنوانشماره بازيابي QA 567 .H 897 Elliptic curves1183

QA 567 .K 63 Introduction to elliptic curves and modular forms1184

QA 567 .S 44 The arithmetic of elliptic curves1185

QA 571 .B 37 Compact complex surfaces1186

QA 571 .O 2613 Convex bodies and algebraic geometry : an introduction to the theory of toric varieties1187

QA 571 .Z 3 A 4 Algebraic surfaces1188

QA 601 .N 34 S 7 Spektraldarstellung linearer Transformationen des Hilbertschen Raumes1189

QA 3 .L 28 no. 1051 Algebraic topology, Aarhus 1982 : proceedings of a conference held in Aarhus, Denmark, August 1-7, 19821190

QA 3 .L 28 no. 1060 Topology : general and algebraic topology, and applications : proceedings of the International Topological Conference held in Leningrad, August 23-27, 19821191

QA 611 .D 48613 General topology1192

QA 611 .J 33 General topology and homotopy theory1193

QA 611 .L 5 Schaum's outline of theory and problems of general topology1194

QA 611 . 23 .W 34 The Stone-Cech compactification1195

QA 611 .J 3513 Topology1196

QA 251 . 3 .G 7 Topics in m-adic topologies1197

QA 611 . 21 .W 44 Embeddings and extensions in analysis1198

QA 312 .B 36 Topics in the theory of lifting1199

QA 612 .M 54 Topology from the differentiable viewpoint1200

QA 612 .M 54 Topology from the differentiable viewpoint1201

QA 612 . 6 .H 87 1966 Fibre bundles1202

QA 612 . 7 .C 6 A course in simple-homotopy theory1203

QA 564 .F 74 Etale cohomology and the Weil conjecture1204

QA 612 . 3 .M 36 Singular homology theory1205

QA 612 .R 69 An introduction to algebraic topology1206

QA 612 . 7 .W 45 Elements of homotopy theory1207

QA 613 .B 7 S 8 Surgery on simply-connected manifolds1208

QA 613 . 64 .G 64 Stable mappings and their singularities1209

QA 613 . 7 .H 85 Cohomology theory of topological transformation groups1210

QA 613 . 62 .R 44 Differential geometry of foliations : the fundamental integrability problem1211

QA 613 .W 44 Differential analysis on complex manifolds1212

QA 614 .M 3613 Ergodic theory and differentiable dynamics1213

QA 614 . 3 .L 35 Differential manifolds1214

QA 614 . 3 .L 35 Differential manifolds1215

QA 614 . 58 .A 7 Catastrophe theory1216

QA 613 .L 66 Involutions on manifolds1217

QA 614 . 3 .R 4713 Differentiable manifolds: forms, currents, harmonic forms1218

QA 614 . 3 .W 37 Foundations of differentiable manifolds and Lie groups1219

QA 614 . 83 .E 44 Convexity methods in Hamiltonian mechanics1220

QA 614 . 8 .G 6 Dynamical systems on surfaces1221

QA 640 .A 44 C 6 Compact convex sets and boundary integrals1222

QA 641 .B 4713 Differential geometry: manifolds, curves, and surfaces1223

QA 641 .D 414 Differential geometry and complex analysis1224

QA 641 .G 76 Partial differential relations1225

QA 641 .G 76 Partial differential relations1226

QA 641 .G 76 Partial differential relations1227

QA 3 .L 28 no. 1045 Differential geometry: proceedings of the international symposium held at Peniscola, Spain, October 3-10, 19821228

QA 649 .B 49 Einstein manifolds1229

QA 649 .B 459 Manifolds all of whose geodesics are closed1230

QA 322 .P 8 Commutation properties of Hilbert space operators, and related topics1231

QA 805 .M 43 The mechanics problem solver : a complete solution guide to any textbook1232

QA 805 .T 35 Introduction to classical mechanics1233

QA 807 .Y 4 1960 Principles of mechanics of solids and fluids1234

QA 807 .Y 4 1960 Principles of mechanics of solids and fluids1235

QA 807 .Y 4 1960 Principles of mechanics of solids and fluids1236

QA 807 .Y 4 1960 Principles of mechanics of solids and fluids1237

QA 807 .Y 4 1960 Principles of mechanics of solids and fluids1238

QA 1 .A 647 v. 52 Variational inequalities and flow in porous media1239

QA 3 .L 28 no. 1047 Fluid dynamics: lectures given at the 3rd 1982 session of the Centro Internazionale Matematico Estivo (C.I.M.E.), held at Varenna, Italy, August 22-September 1, 19821240

QA 1 .A 647 v. 53 Compressible fluid flow and systems of conservation laws in several space variables1241

QA 247 . 3 .L 53 Finite fields1242

QA 247 . 3 .L 53 Finite fields1243

QA 139 .P 7 Problems in elementary mathematics1244

QA 139 .P 7 Problems in elementary mathematics1245

QA 76 . 5 .B 2 1982 Digital computer fundamentals1246

QA 76 . 5 .B 2 1982 Digital computer fundamentals1247

QA 76 . 73 .C 15 B 78 C for Pascal programmers1248

QA 76 . 73 .P 76 C 57 1987 Programming in Prolog1249

QA 76 . 8 .I 2594 A 236 IBM PC assembler language and programming1250

QA 218 .W 5 The algebraic eigenvalue problem1251

QA 276 . 12 .D 66 Probability and statistics for the engineering, computing, and physical sciences1252

QA 300 .B 29 1976 The elements of real analysis1253

QA 300 .C 58 1987 Advanced engineering mathematics1254

QA 303 .K 33 1991 Advanced calculus1255

QA 371 .G 644 An introduction to differential equations and linear algebra1256

QA 372 .B 855 Schaum's outline of modern introductory differential equations: with Laplace transforms, numerical methods, matrix methods [and] eigenvalue problems1257

QA 551 .K 5 Schaum's outline of theory and problems of plane and solid analytic geometry1258

QA 569 .I 36 Algebraic geometry: an introduction to birational geometry of algebraic varieties1259

QA 76 . 73 .P 3 M 3 Introduction to Pascal1260

QA 76 . 73 .P 3 M 3 Introduction to Pascal1261

QA 76 . 76 .O 63 N 67 1997 Peter Norton's complete guide to Windows 951262

QA 43 .L 67 Schaum's outline of theory and problems of finite mathematics1263

QA 43 .L 67 Schaum's outline of theory and problems of finite mathematics1264

QA 43 .L 67 Schaum's outline of theory and problems of finite mathematics1265

QA 43 .L 67 Schaum's outline of theory and problems of finite mathematics1266

QA 303 .A 9 Schaum's outline thoery and problems of differential and integral calculus1267

QA 303 .A 9 Schaum's outline thoery and problems of differential and integral calculus1268

QA 303 .A 9 Schaum's outline thoery and problems of differential and integral calculus1269

QA 303 .A 9 Schaum's outline thoery and problems of differential and integral calculus1270

QA 303 .A 9 Schaum's outline thoery and problems of differential and integral calculus1271

QA 247 .N 6 Ideal theory1272

QA 297 .D 4 1973 Computational mathematics1273

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رديفعنوانشماره بازيابي QA 431 .A 837 The numerical solution of integral equations of the second kind1274

QA 431 .A 837 The numerical solution of integral equations of the second kind1275

QA 431 .A 837 The numerical solution of integral equations of the second kind1276

QA 76 . 76 .I 57 S 66 Microsoft office 97 developer's handbook1277

QA 76 . 57 .M 52 M 52 1997 Offical Microsoft Bookshelf Intrnet Ditectory1278

QA 76 . 73 .C 153 H 84 Object - oriented multithreading using C++ : architectures and components1279

QA 76 . 76 .O 63 M 7 Microsoft Windows NT network administration Training Kit, Keluxe Multimedia Edition1280

QA 76 . 9 .D 3 O 268 Microsoft Access 97 developer's handbook1281

QA 371 .W 548 Introduction to differential equations and dynamical systems1282

QA 9 . 58 .N 43 1998 Foundations of algorithms: using C++ pseudocode1283

QA 76 . 15 .M 54 1997 Microsoft Press computer dictionary1284

QA 76 . 76 .O 63 M 524 Supporting Microsoft Windows 95 : hands-on, self-paced training for supporting Windows 951285

QA 76 . 76 .O 63 M 524 Supporting Microsoft Windows 95 : hands-on, self-paced training for supporting Windows 951286

QA 267 . 3 .S 83 1997 Languages and machines: an introduction to the theory of computer science1287

QA 76 . 87 .H 34 Neural network design1288

QA 76 . 73 .B 3 M 395 Visual Basic for applications unleashed1289

QA 76 . 73 .J 38 M 67 1997 Visual J++ 1.1 unleashed1290

QA 76 . 76 .O 63 U 5 1997 UNIX unleashed1291

QA 251 .F 313 Computational methods of linear algebra1292

QA 297 .A 28 Precise numerical methods using C++1293

QA 76 . 76 .O 63 U 757 1998 Using Windows 981294

QA 76 . 87 .G 87 An introduction to neural networks1295

QA 76 . 9 .D 3 O 72 1997 Oracle1296

QA 76 . 76 .H 94 H 7 1997 HTML unleashed1297

QA 76 . 73 .C 153 C 25 1997 Charlie Calvert's Borland C++ Builder1298

QA 76 . 76 .D 47 C 35 1999 Charlie Calvert's Delphi 4 unleashed1299

QA 76 . 76 .D 47 P 33 Delphi 4 developer's guide1300

QA 76 . 73 .C 153 M 4977 Microsoft Visual C++ 6.0 reference library1301

QA 76 . 73 .C 153 M 4977 Microsoft Visual C++ 6.0 reference library1302

QA 76 . 73 .C 153 M 4977 Microsoft Visual C++ 6.0 reference library1303

QA 76 . 73 .C 153 M 4977 Microsoft Visual C++ 6.0 reference library1304

QA 76 . 73 .C 153 M 4977 Microsoft Visual C++ 6.0 reference library1305

QA 76 . 73 .C 153 C 35 Understanding programming: an introduction using C++1306

QA 76 . 758 .L 85 Inside oracle designer/ 20001307

QA 371 .B 63 Differential equations1308

QA 76 . 9 .D 31857 Oracle developer/ 2000 forms1309

QA 377 .A 82 Partial differential equations and boundary value problems with Maple V1310

QA 76 . 9 .D 3 S 757 1999 Oracle developer/ 2000 handbook1311

QA 76 . 76 .D 47 W 535 Discover Delphi: programming principles explained1312

QA 76 . 95 .H 64 Computing with mathematics1313

QA 76 . 95 .H 64 Computing with mathematics1314

QA 76 . 76 .O 63 S 6546 Inside microsoft Windows NT internet development1315

QA 5 .W 45 CRC concise encyclopedia of mathematics1316

QA 300 .S 374 Introduction to real analysis1317

QA 76 . 87 .C 35 The essence of neural networks1318

QA 431 .C 463 Finite element methods for integrodifferential equations1319

QA 297 .B 84 1997 Numerical analysis1320

QA 431 .P 65 Handbook of integral equations1321

QA 431 .P 65 Handbook of integral equations1322

QA 431 .P 65 Handbook of integral equations1323

QA 431 .P 65 Handbook of integral equations1324

QA 371 .L 645 Differential equations: graphics, models, data1325

QA 21 .K 33 1998 A history of mathematics: an introduction1326

QA 21 .K 33 1998 A history of mathematics: an introduction1327

QA 21 .K 33 1998 A history of mathematics: an introduction1328

QA 76 . 9 .D 3 S 925 Oracle programming: a primer1329

QA 297 .M 39 1999 Numerical methods using MATLAB1330

QA 76 . 9 .D 3 K 63 1997 Oracle: the complete reference1331

QA 76 . 9 .D 3 S 35 Mastering microsoft SQL server & Access for client/server programming1332

QA 303 .G 625 1999 Calculus and its applications1333

QA 184 .K 67 1997 Introductory linear algebra with applications1334

QA 39 . 2 .G 47 1998 Mathematical structures for computer science1335

QA 39 . 2 .G 47 1998 Mathematical structures for computer science1336

QA 162 .L 56 1997 Schaum's outline of theory and problems of discrete mathematics1337

QA 297 .S 4787 1994 MATLAB primer1338

QA 164 .K 73 Combinatorial algorithms: generation, enumeration, and search1339

QA 297 .A 23 A course on numerical analysis1340

QA 274 . 23 .M 3 Stochastic differential equations and their applications1341

QA 214 .A 44 Algorithms for large scale linear algebraic systems: applications in science and engineering1342

QA 214 .A 44 Algorithms for large scale linear algebraic systems: applications in science and engineering1343

QA 379 .A 345 Focal boundary value problems for differential and difference equations1344

QA 402 . 5 .N 468 New trends in mathematical programming: homage to Steven Vajda1345

QA 152 . 2 .A 85 1999 Introductory algebra: an applied approach1346

QA 377 .P 75 Progress in partial differential equations: pont a-mousson 19971347

QA 274 . 45 .R 69 Random fields and stochastic partial differential equations1348

QA 297 .W 66 Numerical methods with worked examples1349

QA 152 . 2 .A 85 Introductory algebra: an integrated approach1350

QA 76 . 73 .C 153 D 35 Essentials of C++: a lab course through arrays1351

QA 76 . 76 .O 63 C 7216 The essential Windows NT book1352

QA 76 . 9 .D 3 R 88 Access 97: fast and easy1353

QA 76 . 9 .D 3 N 42 Access 97 for busy people: the book to use when there's no time to lose1354

QA 431 .O 74 Existence theory for nonlinear integral and integrodifferential equations1355

QA 166 .T 8152 Graph theory as I have known it1356

QA 5 .K 85 1993 Dictionary of mathematics1357

QA 5 .K 85 1993 Dictionary of mathematics1358

QA 372 .W 47 Ordinary differential equations and applications: mathematical methods for applied mathematicians, physicists, engineers, bioscientists1359

QA 372 .W 47 Ordinary differential equations and applications: mathematical methods for applied mathematicians, physicists, engineers, bioscientists1360

QA 274 .S 9 1998 Introduction to random chaos1361

QA 76 . 73 .S 67 F 48 Oracle PL/SQL built-ins: pocket reference1362

QA 402 .T 75 1998 Linear systems analysis1363

QA 76 . 76 .O 63 F 75 Essential Windows NT system administration1364

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رديفعنوانشماره بازيابي QA 11 .A 1 M 37 Mathematical modelling: teaching and assessment in a technology-rich world1365

QA 76 . 9 .D 3 O 54 1998 Microsoft Access 971366

QA 297 .V 43 Numerical methods1367

QA 273 . 6 .E 94 The exponential distribution: theory, methods and applications1368

QA 273 . 6 .T 35 Sampling distributions in terms of Laguerre polynomials with applications1369

QA 273 . 6 .T 35 Sampling distributions in terms of Laguerre polynomials with applications1370

QA 303 .P 63 Fractional differential equations: an introduction to fractional derivatives, fractional differential equations, to methods of their solution and some of their applications1371

QA 403 . 3 .C 48 An introduction to wavelets1372

QA 403 . 3 .C 48 An introduction to wavelets1373

QA 403 . 3 .C 48 An introduction to wavelets1374

QA 403 . 3 .C 48 An introduction to wavelets1375

QA 403 . 3 .C 48 An introduction to wavelets1376

QA 195 .Y 68 Iterative solution of large linear systems1377

QA 195 .Y 68 Iterative solution of large linear systems1378

QA 195 .Y 68 Iterative solution of large linear systems1379

QA 195 .Y 68 Iterative solution of large linear systems1380

QA 195 .Y 68 Iterative solution of large linear systems1381

QA 76 . 73 .J 38 B 34 Java structures: data structures in Java for the principled programmer1382

QA 184 .B 597 Basic linear algebra1383

QA 184 .D 37 Numerical linear algebra and applications1384

QA 184 .D 37 Numerical linear algebra and applications1385

QA 184 .D 37 Numerical linear algebra and applications1386

QA 184 .D 37 Numerical linear algebra and applications1387

QA 184 .D 37 Numerical linear algebra and applications1388

QA 184 .D 37 Numerical linear algebra and applications1389

QA 184 .D 37 Numerical linear algebra and applications1390

QA 1 .A 647 v. 95 Iterative solution of large sparse systems of equations1391

QA 1 .A 647 v. 95 Iterative solution of large sparse systems of equations1392

QA 1 .A 647 v. 95 Iterative solution of large sparse systems of equations1393

QA 1 .A 647 v. 95 Iterative solution of large sparse systems of equations1394

QA 1 .A 647 v. 95 Iterative solution of large sparse systems of equations1395

QA 1 .A 647 v. 95 Iterative solution of large sparse systems of equations1396

QA 221 .A 68 Approximation theory, spline functions, and applications1397

QA 221 .A 68 Approximation theory, spline functions, and applications1398

QA 221 .A 68 Approximation theory, spline functions, and applications1399

QA 221 .A 68 Approximation theory, spline functions, and applications1400

QA 221 .A 68 Approximation theory, spline functions, and applications1401

QA 184 .P 7313 Problems and theorems in linear algebra1402

QA 184 .P 7313 Problems and theorems in linear algebra1403

QA 184 .P 7313 Problems and theorems in linear algebra1404

QA 171 .T 7613 Finite groups and finite geometries1405

QA 171 .T 7613 Finite groups and finite geometries1406

QA 171 .T 7613 Finite groups and finite geometries1407

QA 1 .A 647 v. 120 An introduction to the mathematical theory of inverse problems1408

QA 1 .A 647 v. 120 An introduction to the mathematical theory of inverse problems1409

QA 1 .A 647 v. 120 An introduction to the mathematical theory of inverse problems1410

QA 1 .A 647 v. 120 An introduction to the mathematical theory of inverse problems1411

QA 379 .H 36 1990 Fourier series, transforms, and boundary value problems1412

QA 76 . 73 .J 38 S 33 Java: programmer's reference1413

QA 374 .B 28 Partial differential equations and boundary value problems1414

QA 177 .I 83 Character theory of finite groups1415

QA 177 .I 83 Character theory of finite groups1416

QA 177 .I 83 Character theory of finite groups1417

QA 177 .I 83 Character theory of finite groups1418

QA 177 .I 83 Character theory of finite groups1419

QA 177 .I 83 Character theory of finite groups1420

QA 641 .T 45 Transformations of manifolds and applications to differential equations1421

QA 331 .M 675 Constructive methods for linear and nonlinear boundary value problems for analytic functions: theory and applications1422

QA 431 .E 73 Singular integral equations1423

QA 431 .E 73 Singular integral equations1424

QA 331 . 7 .M 36 Basic complex analysis1425

QA 76 . 9 .C 65 E 77 Error control and adaptivity in scientific computing1426

QA 76 . 9 .C 65 P 46 An introduction to computer simulation1427

QA 76 . 9 .C 65 P 46 An introduction to computer simulation1428

QA 377 .E 947 Numerical methods for partial differential equations1429

QA 377 .E 947 Numerical methods for partial differential equations1430

QA 297 .N 866 1997 Numerical recipes in C: the art of scientific computing1431

QA 303 .E 22325 1998 b Single-variable calculus; early transcendentals1432

QA 184 .M 464 1998 A first course in linear algebra with applications1433

QA 76 . 87 .N 497 2000 A first course in fuzzy logic1434

QA 76 . 95 .R 87 Mathematica navigator: graphics and methods of applied mathematics1435

QA 297 .G 47 1999 Applied numerical analysis1436

QA 297 .G 47 1999 Applied numerical analysis1437

QA 76 . 95 .K 355 A guide to Maple1438

QA 431 .J 47 1999 Introduction to integral equations with applications1439

QA 431 .J 47 1999 Introduction to integral equations with applications1440

QA 431 .J 47 1999 Introduction to integral equations with applications1441

QA 431 .J 47 1999 Introduction to integral equations with applications1442

QA 431 .J 47 1999 Introduction to integral equations with applications1443

QA 76 . 73 .F 25 N 85 1996 Numerical recipes in Fortran 90: the art of parallel scientific computing1444

QA 162 .R 67 A first course in abstract algebra1445

QA 320 .Z 334 Functional analysis and differential equations in abstract spaces1446

QA 303 .E 22325 1998 Multivariable calculus: with analytic geometry1447

QA 300 .B 4574 Fundamentals of real analysis1448

QA 403 . 3 .F 73 An introduction to wavelets through linear algebra1449

QA 184 .W 75 1999 Introduction to linear algebra1450

QA 297 .C 426 1999 Numerical mathematics and computing1451

QA 614 . 8 .A 52 Analysis and modelling of discrete dynamical systems1452

QA 5 .C 53 The concise oxford dictionary of mathematics1453

QA 433 .M 38 Vector calculus1454

QA 312 .C 36 Measure, integral and probability1455

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رديفعنوانشماره بازيابي QA 312 .C 36 Measure, integral and probability1456

QA 221 .C 44 A course in approximation theory1457

QA 614 . 3 .L 34 1995 b Differential and riemannian manifolds1458

QA 372 .J 3 An introduction to ordinary and partial differential equations1459

QA 320 .S 74 Spectral theory, microlocal analysis, singular manifolds1460

QA 251 .A 8 Introduction to commutative algebra1461

QA 431 .A 3 S 37 1997 The numerical solution of integral equations of the second kind1462

QA 431 .A 3 S 37 1997 The numerical solution of integral equations of the second kind1463

QA 431 .A 3 S 37 1997 The numerical solution of integral equations of the second kind1464

QA 431 .A 3 S 37 1997 The numerical solution of integral equations of the second kind1465

QA 297 .J 63 1982 b Numerical analysis1466

QA 297 .J 63 1982 b Numerical analysis1467

QA 297 .J 63 1982 b Numerical analysis1468

QA 297 .J 63 1982 b Numerical analysis1469

QA 247 .F 755 Algebraic number theory1470

QA 276 . 12 .S 59 1967 Statistical methods1471

QA 300 .B 86 A first course in mathematical analysis1472

QA 274 . 25 .S 74 Stochastic partial differential equations1473

QA 371 .S 82 1967 Applied differential equations1474

QA 300 .F 67 Real analysis: modern techniques and their applications1475

QA 300 .F 67 Real analysis: modern techniques and their applications1476

QA 300 .F 67 Real analysis: modern techniques and their applications1477

QA 300 .F 67 Real analysis: modern techniques and their applications1478

QA 300 .F 67 Real analysis: modern techniques and their applications1479

QA 300 .F 67 Real analysis: modern techniques and their applications1480

QA 246 .K 37 The Riemann zeta-function1481

QA 246 .K 37 The Riemann zeta-function1482

QA 328 .L 36 Numerical methods for ordinary differential systems: the initial value problem1483

QA 614 . 86 .E 34 Measure, topology, and fractal geometry1484

QA 614 . 86 .E 34 Measure, topology, and fractal geometry1485

QA 614 . 86 .E 34 Measure, topology, and fractal geometry1486

QA 184 .K 67 Introductory linear algebra with applications1487

QA 601 .T 73 2000 The transforms and applications handbook1488

QA 614 . 86 .F 35 Fractal geometry: mathematical foundations and applications1489

QA 614 . 86 .F 35 Fractal geometry: mathematical foundations and applications1490

QA 614 . 86 .F 35 Fractal geometry: mathematical foundations and applications1491

QA 431 .B 25 The numerical treatment of integral equations1492

QA 171 .R 64 A course on group theory1493

QA 431 .K 33 Linear integral equations: theory and technique1494

QA 431 .K 33 Linear integral equations: theory and technique1495

QA 171 .G 277 A course in Galois theory1496

QA 300 .A 48 1990 Principles of real analysis1497

QA 300 .A 48 1990 Principles of real analysis1498

QA 175 .D 59 Permutation groups1499

QA 162 .F 7 1994 A first course in abstract algebra1500

QA 303 .M 338 1996 Vector calculus1501

QA 154 . 2 .J 32 1985 Basic algebra1502

QA 312 .D 32 Measure theory and integration1503

QA 312 .D 32 Measure theory and integration1504

QA 188 .B 675 Toeplitz matrices, asymptotic linear algebra, and functional analysis1505

QA 188 .B 675 Toeplitz matrices, asymptotic linear algebra, and functional analysis1506

QA 188 .B 675 Toeplitz matrices, asymptotic linear algebra, and functional analysis1507

QA 329 .I 585 Differential and integral operators: International Workshop on Operator Theory and Applications, IWOTA 95, in Regensburg, July 31-August 4, 19951508

QA 274 . 8 .B 74 Markov chains: Gibbs, Monte Carlo simulation, and queues1509

QA 40 .H 358 Handbook of analyic-computational methods in applied mathematics1510

QA 40 .H 358 Handbook of analyic-computational methods in applied mathematics1511

QA 40 .H 358 Handbook of analyic-computational methods in applied mathematics1512

QA 221 .M 43 Fundamentals of approximation theory1513

QA 221 .M 43 Fundamentals of approximation theory1514

QA 221 .M 43 Fundamentals of approximation theory1515

QA 321 . 5 .B 46 Geometric nonlinear functional analysis1516

QA 320 .A 913 2000 Applied functional analysis1517

QA 174 . 2 .H 35 1999 The theory of groups1518

QA 297 .P 45 2000 Numerical methods using MATLAB1519

QA 76 . 73 .P 22 B 43 Perl for system administration1520

QA 251 . 5 .F 38 Algebras of linear transformations1521

QA 251 . 5 .F 38 Algebras of linear transformations1522

QA 184 .G 72 Differential equations & linear algebra1523

QA 3 .A 572 Ser. 2 v. 195 Model theory and applications1524

QA 3 .A 57 no. 706 Quantum linear groups and representations of GLn (Fq)1525

QA 1 .A 626 no. 146 The action principle and partial differential equations1526

QA 297 .P 336 1999 The MATLAB 5 handbook1527

QA 377 .G 49 Elliptic partial differential equations of second order1528

QA 379 .R 66 Numerical-analytic methods in the theory of boundary-value problems1529

QA 76 . 73 .J 38 F 753 Java 2 by example1530

QA 297 . 8 .V 37 2000 Matrix iterative analysis1531

QA 297 . 8 .V 37 2000 Matrix iterative analysis1532

QA 372 .K 544 Functional differential equations: application of i-smooth calculus1533

QA 431 .I 583 Integral and integrodifferential equations: theory, method and applications1534

QA 431 .I 583 Integral and integrodifferential equations: theory, method and applications1535

QA 281 .I 58 Interpolation and extrapolation1536

QA 76 . 8 .V 37 S 4 VAX 11: structured assembly language programming1537

QA 76 . 76 .O 63 L 35 Writing MS-DOS device drivers1538

QA 76 . 76 .O 63 R 63 Advanced UNIX programming1539

QA 76 . 9 .C 65 P 75 1986 Introduction to simulation and SLAM II1540

QA 76 . 76 .W 56 B 372 Working with Windows 3.11541

QA 76 . 76 .W 56 H 46 Working with Windows1542

QA 76 . 8 .P 474 1992 Programming Windows 3.11543

QA 76 . 76 .O 63 P 56 Operating systems: concepts, policies, and mechanisms1544

QA 76 . 9 .M 35 K 38 Mathematics for computer programmers1545

QA 76 . 9 .C 65 K 68 Interactive dynamic system simulation1546

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رديفعنوانشماره بازيابي QA 76 . 6 .L 47 Compiler design theory1547

QA 76 . 9 .D 3 C 62 The Paradox companion1548

QA 76 . 9 .D 3 S 5333 Learning to use microcomputer applications1549

QA 76 . 9 .D 35 E 44 Data structures for computer information systems1550

QA 76 . 76 .W 56 S 495 Learning to use Windows applications1551

QA 76 . 76 .O 63 C 65 Concise user's guide: Microsoft MS-DOS 6 for the MS-DOS operating system1552

QA 276 . 14 .B 36 1989 Dictionary of statistics1553

QA 300 .G 25 Complex analysis1554

QA 76 . 9 .C 55 M 5325 Microsoft SQL Server 2000 Resource Kit1555

QA 162 .R 68 2000 A first course in abstract algebra1556

QA 184 . 2 .S 48 Linear algebra: a geometric approach1557

QA 241 .R 67 2000 Elementary number theory and its applications1558

QA 39 . 2 .J 65 2001 Discrete mathematics1559

QA 372 .I 36 Elementary Lie group analysis and ordinary differential equations1560

QA 241 .N 3475 Elementary methods in number theory1561

QA 274 . 22 .D 56 Vector integration and stochastic integration in banach spaces1562

QA 247 .R 465 2001 Classical theory of algebraic numbers1563

QA 76 . 76 .O 63 M 57397 2001 Mastering Windows 2000 professional1564

QA 247 .H 5313 The theory of algebraic number fields1565

QA 377 .A 675 Applied partial differential equations1566

QA 76 . 73 .S 67 G 78 2000 Mastering SQL1567

QA 76 . 76 .H 94 R 3945 2001 Learning XML1568

QA 76 . 76 .H 94 H 763 2000 HTML complete1569

QA 372 .N 65 Nonlinear analysis and its applications to differential equations1570

QA 372 .N 65 Nonlinear analysis and its applications to differential equations1571

QA 3 .A 572 ser. 2 v. 194 Differential topology, infinite-dimensional lie algebras, and applications : D.B. Fuchs' 60th anniversary collection1572

QA 252 . 3 .B 45 Lie algebras of bounded operators1573

QA 377 .A 83 partial differential equations and boundary value problems1574

QA 76 . 76 .I 57 C 66 Works 2000: in easy steps1575

QA 374 .P 65 Handbook of first order partial differential equations1576

QA 76 . 76 .O 63 C 73 2001 Windows 2000 active directory1577

QA 76 . 73 .S 67 B 44 Beginning SQL1578

QA 76 . 9 .C 55 D 48 Beginning SQL server 2000 programming1579

QA 76 . 9 .W 43 E 23 Web database systems1580

QA 372 .J 58 1999 Nonlinear ordinary differential equations : an introduction to dynamical systems1581

QA 76 . 76 .O 63 P 654 2002 UNIX user's handbook1582

QA 76 . 3 .D 468 2001 MCSE Windows 2000 directory services administration : study guide1583

QA 76 . 3 .C 453 MCSE: Windows 2000, 4-in-1 core requirements : exam notes1584

QA 76 . 3 .D 683 Mcse: Windows 2000 professional study guide1585

QA 76 . 3 .R 6343 2001 MCSE Windows 2000 network infrastructure administration : study guide1586

QA 76 . 9 .O 35 S 55 Quick CORBA 31587

QA 76 . 73 .J 38 B 77 2001 Java programming with CORBA: advanced techniques for building distributed aplications1588

QA 76 . 73 .J 38 B 77 2001 Java programming with CORBA: advanced techniques for building distributed aplications1589

QA 76 . 76 .O 63 B 572 Linux+ certification study guide1590

QA 76 . 73 .C 153 R 39 Understanding C++ for MFC1591

QA 614 . 8 .L 96 Dynamical systems with applications using MAPLE1592

QA 641 .B 587 Geometry of manifolds1593

QA 641 .A 795 A course in differential geometry1594

QA 614 . 86 .H 35 Multifractals: theory and applications1595

QA 403 . 3 .T 48 Wavelets in soft computing1596

QA 377 .C 28 The one-dimensional heat equation1597

QA 76 . 64 .S 375 2001 An introduction to object-oriented programming in C++ : with applications in computer graphics1598

QA 76 . 9 .C 55 M 43 Exchange 2000 server: 24seven1599

QA 76 . 73 .C 153 S 3177 Borland C++ Builder: the complete reference1600

QA 431 .G 76 Volterra integral and functional equations1601

QA 401 .S 36 Principles of mathematical modeling: ideas, methods, examples1602

QA 274 .B 45 Stochastic processes and their applications1603

QA 321 . 5 .C 52 Elements of nonlinear analysis1604

QA 37 . 3 .A 74 2001 Mathematical methods for physicists1605

QA 372 .O 722 2001 Ordinary differential equations and integral equations1606

QA 377 .P 294 2001 Partial differential equations1607

QA 377 .S 846 Lie's structural approach to PDE systems1608

QA 431 .A 334 Functional equations in several variables1609

QA 76 . 76 .J 38 J 33 Java by example1610

QA 374 .I 59 Inverse problems and related topics1611

QA 612 . 8 .M 33 2001 A user's guide to spectral sequences1612

QA 297 .J 63 1982 Numerical analysis1613

QA 40 .V 8813 1972 Mathematical handbook: elementary mathematics1614

QA 372 .A 393 Almost periodic solutions of differential equations in banach spaces1615

QA 297 .C 418 2002 MATLAB programming for engineers1616

QA 401 .K 7 1988 Advanced engineering mathematics1617

QA 76 . 73 .C 153 S 43 A C++ toolkit1618

QA 614 . 86 .B 75 Fractals: the patterns of chaos: a new aesthetic of art, science, and nature1619

QA 76 . 3 .M 3238 MCSE Windows 2000 server: training guide: Exam 70-2151620

QA 76 . 76 .O 63 H 96 1988 Advanced DOS: memory-resident utilities, interrupts, and disk management with MS- and PC-DOS1621

QA 76 . 3 .B 476 MCSE Windows 2000 directory services infrastructure : training guide1622

QA 76 . 3 .B 363 MCSE Windows 2000 professional training guide : exam 70-2101623

QA 76 . 3 .B 5433 2000 MCSE Windows 2000 network infrastructure : training guide1624

QA 612 . 7 .N 38 Deformation theory of algebras and structures and applications1625

QA 76 . 9 .C 65 S 384 An introduction to simulation using GPSS/H1626

QA 39 . 2 .C 58 1990 Basic mathematics for trades and technologies1627

QA 76 . 8 .I 2594 T 33 IBM PC assembly language1628

QA 76 . 8 .I 2594 T 33 IBM PC assembly language1629

QA 13 .P 37 The emergence of the American mathematical research community, 1876-1900 : J.J. Sylvester, Felix Klein, and E.H. Moore1630

QA 76 . 95 .C 678 Essential Maple 7: an introduction for scientific programmers1631

QA 431 .K 97 Computational methods for linear integral equations1632

QA 402 .B 445 Quasilinearization and the identification problem1633

QA 76 . 73 .C 153 H 367 Classical and quantum computing: with C++ and Java simulations1634

QA 188 .L 57 2001 Schaum's outline of theory and problems of linear algebra1635

QA 320 .C 48 Functional analysis with applications1636

QA 371 .D 76 Green's functions with applications1637

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رديفعنوانشماره بازيابي QA 184 . 2 .S 93 Linear algebra: an introduction using Maple1638

QA 445 .R 53 2000 Schaum's outline of theory and problems of geometry: includes plane, analytic, and transformational geometries1639

QA 300 .H 93 Applied analysis1640

QA 377 .I 53 Integrable and superintegrable systems1641

QA 612 . 2 .N 48 New developments in the theory of knots1642

QA 174 . 2 .K 87 Groups with prescribed quotient groups and associated module theory1643

QA 174 . 2 .K 87 Groups with prescribed quotient groups and associated module theory1644

QA 374 .F 94 Functional-analytic and complex methods, their interactions, and applications to partial differential equations: proceedings of the international Graz workshop, Graz, Austria, 12-16 February 20011645

QA 76 . 95 .V 58 Experimental mathematics with Maple1646

QA 251 . 3 .K 78 Computational commutative algebra 11647

QA 613 . 2 .L 44 Introduction to topological manifolds1648

QA 612 . 18 .M 65 Graph colouring and the probabilistic method1649

QA 612 . 18 .M 65 Graph colouring and the probabilistic method1650

QA 297 .S 8213 2002 Introduction to numerical analysis1651

QA 297 .S 8213 2002 Introduction to numerical analysis1652

QA 297 .S 8213 2002 Introduction to numerical analysis1653

QA 297 .K 52 An introduction to numerical methods: a MATLAB approach1654

QA 76 . 9 .A 43 V 39 Approximation algorithms1655

QA 184 . 2 .R 67 Linear algebra: a pure mathematical approach1656

QA 184 . 2 .R 67 Linear algebra: a pure mathematical approach1657

QA 326 .L 56 An introduction to the classification of amenable C*-algebras1658

QA 329 .L 56 Linear operators and matrices: the Peter Lancaster anniversary volume1659

QA 155 . 7 .E 4 G 36 The Maple book1660

QA 300 .D 74 Real analysis: an introduction to the theory of real functions and integration1661

QA 174 . 2 .B 35 Matrix groups: an introduction to Lie group theory1662

QA 403 .H 2225 Harmonic analysis and integral geometry1663

QA 379 .H 65 Functional methods in differential equations1664

QA 299 . 3 .G 45 Geometric numerical integration: structure-preserving algorithms for ordinary differential equations1665

QA 247 .C 637 Introduction to ring theory1666

QA 322 . 2 .L 32 The isometric theory of classical Banach spaces1667

QA 322 . 2 .L 32 The isometric theory of classical Banach spaces1668

QA 564 .H 513 1966 Topological methods in algebraic geometry1669

QA 169 .S 45 Cyclic homology of algebras1670

QA 614 . 73 .H 37 Harmonic mappings, twistors, and O [sigma]- models, 9-13 June 1986, CIRM, Luminy, France1671

QA 371 .A 38 Differential equations and their applications1672

QA 431 .C 86 Functional equations and inequalities in several variables1673

QA 379 .B 74 2002 The mathematical theory of finite element methods1674

QA 188 .W 38 2002 Fundamentals of matrix computations1675

QA 639 . 5 .M 37 Lectures on discrete geometry1676

QA 341 .G 58 Algebraic functions and projective curves1677

QA 177 .A 86 The atlas of finite groups: ten years on1678

QA 192 .S 32 Regular sequences and resultants1679

QA 312 .B 35 2002 A primer of Lebesgue integration1680

QA 177 .L 44 The structure of groups of prime power order1681

QA 188 .S 4713 Matrices: theory and applications1682

QA 188 .S 4713 Matrices: theory and applications1683

QA 188 .S 4713 Matrices: theory and applications1684

QA 3 .L 28 no. 1797 Characters and cyclotomic fields in finite geometry1685

QA 3 .L 28 no. 1638 2001 Integrable systems in the realm of algebraic geometry1686

QA 641 .P 68 Elementary differential geometry1687

QA 297 .S 36713 Numerical analysis: a mathematical introduction1688

QA 297 .R 495 Advanced mathematical methods with Maple1689

QA 164 . 8 .S 73 Enumerative combinatorics1690

QA 300 .K 32513 Problems in mathematical analysis1691

QA 297 .N 48 Introduction to numerical analysis1692

QA 333 .J 8513 2002 Compact Riemann surfaces: an introduction to contemporary mathematics1693

QA 155 . 7 .E 4 C 64954 Computer algebra handbook: foundations, applications, systems1694

QA 614 . 813 .G 55 The topology of chaos: Alice in stretch and squeezeland1695

QA 614 . 813 .G 55 The topology of chaos: Alice in stretch and squeezeland1696

QA 614 . 813 .G 55 The topology of chaos: Alice in stretch and squeezeland1697

QA 297 .L 54 Exploring numerical methods: an introduction to scientific computing using MATLAB1698

QA 297 .L 54 Exploring numerical methods: an introduction to scientific computing using MATLAB1699

QA 320 .S 32 2002 Principles of functional analysis1700

QA 76 . 87 .I 94 Foundations of wavelet networks and applications1701

QA 331 . 7 .Z 55 A first course in complex analysis with applications1702

QA 401 .W 9 1966 Advanced engineering mathematics1703

QA 401 .W 9 1966 Advanced engineering mathematics1704

QA 39 . 2 .G 733 Concrete mathematics:a foundation for computer science1705

QA 76 . 9 .D 35 T 73 1984 An introduction to data structures with applications1706

QA 76 . 9 .C 55 H 4 1997 Client/server: developer's guide with Delphi 31707

QA 377 .E 945 Analytic methods for partial differential equations1708

QA 76 . 9 .C 65 GPSS/PC simulation tutorials: general purpose simulation1709

. QA 76 . 73 .P 2 K 635 Suppl Instructor's manual for Turbo Pascal: a problem solving approach1710

QA 76 . 9 .D 3 D 337 dBase IV: language reference1711

QA 177 .I 93 Geometry of sporadic groups1712

QA 567 . 2 .E 44 W 37 Elliptic curves: number theory and cryptography1713

QA 247 .B 46 An introduction to rings and modules with K-theory in view1714

QA 247 . 3 .I 57 2001 Finite fields with applications to coding theory, cryptography, and related areas: proceedings of the Sixth International Conference on Finite Fields and Applications, held at Oaxaca, Mexico, May 21-25, 20011715

QA 171 .B 44 Representations and cohomology1716

QA 171 .B 44 Representations and cohomology1717

QA 171 .B 44 Representations and cohomology1718

QA 567 . 2 .E 44 C 38 Lectures on elliptic curves1719

QA 247 .P 58 Algorithmic algebraic number theory1720

QA 565 .N 594 Rational points on curves over finite fields: theory and applications1721

QA 162 .L 43 Concrete abstract algebra: from numbers to Grobner bases1722

QA 251 . 5 .A 87 Representation theory of Artin algebras1723

QA 166 .L 35 Graphs on surfaces and their applications1724

QA 273 .P 2 2002 Probability, random variables, and stochastic processes1725

QA 273 .P 2 2002 Probability, random variables, and stochastic processes1726

QA 372 .I 53 2003 Ordinary differential equations with applications1727

QA 372 .M 65 Textbook of ordinary differential equations1728

Page 20: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 79 . 9 .M 35 S 66 Discrete mathematical structures1729

QA 297 .S 52 2002 Numerical analysis1730

QA 320 .T 43 Functional analysis: a first course1731

QA 76 . 9 .D 3 F 69 FoxBASE+ : relational database management system, revision 2.10: reference manual1732

QA 614 . 86 .K 85 Chaos, fractals and self-organisation: new perspectives on complexity in nature1733

QA 43 .M 364 Mathematical olympiads 2000-2001: problems and solutions from around the world1734

QA 5 .M 425 2003 McGraw-Hill dictionary of mathematics1735

QA 154 . 3 .C 64 Basic algebra: groups, rings, and fields1736

QA 154 . 3 .C 64 Basic algebra: groups, rings, and fields1737

QA 268 .L 564 Coding theory: a first course1738

QA 166 .W 43 2001 Introduction to graph theory1739

QA 166 .W 43 2001 Introduction to graph theory1740

QA 166 .W 43 2001 Introduction to graph theory1741

QA 303 . 2 .H 55 Calculus: ideas and applications1742

QA 292 .S 46 Sequences, combinations, limits1743

QA 402 . 5 .O 63613 Numerical optimization: theoretical and practical aspects1744

QA 402 . 5 .O 63613 Numerical optimization: theoretical and practical aspects1745

QA 803 .N 413 The Principia: mathematical principles of natural philosophy1746

QA 218 .M 64 Solving polynomial equation systems1747

QA 325 .V 47 The theory of measures and integration1748

QA 166 . 15 .B 36 Digraphs: theory, algorithms, and applications1749

QA 251 . 3 .G 745 A singular introduction to commutative algebra1750

QA 612 .H 42 Algebraic topology1751

QA 39 . 2 .N 55 Discrete mathematics: a bridge to computer science and advanced mathematics1752

QA 404 . 5 .M 37 Chebyshev polynomials1753

QA 404 . 5 .M 37 Chebyshev polynomials1754

QA 214 .S 74 2004 Galois theory1755

QA 162 .D 85 2004 Abstract algebra1756

QA 162 .D 87 2000 Modern algebra: an introduction1757

QA 377 .L 355 2003 Computational partial differential equations : numerical methods and Diffpack programming1758

QA 162 .G 53 2004 Modern algebra with applications1759

QA 162 .G 53 2004 Modern algebra with applications1760

QA 171 .L 46 1987 Introduction to group characters1761

QA 171 .L 46 1987 Introduction to group characters1762

QA 171 .L 46 1987 Introduction to group characters1763

QA 171 .L 46 1987 Introduction to group characters1764

QA 171 .L 46 1987 Introduction to group characters1765

QA 276 . 4 .S 2328 1989 SAS/OR user's guide, version 61766

QA 268 .S 75 2002 Cryptography: theory and practice1767

QA 268 .S 75 2002 Cryptography: theory and practice1768

QA 268 .S 75 2002 Cryptography: theory and practice1769

QA 268 .S 75 2002 Cryptography: theory and practice1770

QA 309 .H 6 Barron's how to prepare for advanced placement examinations: mathematics1771

QA 261 .S 62 1959 Schaum's outline of theory and problems of vector analysis and an introduction to tensor analysis1772

QA 276 . 4 .C 53 Applied statistics and the SAS programming language1773

QA 611 . 3 .S 93 Introduction to metric and topological spaces1774

QA 76 . 73 .C 15 S 353 1990 C: the complete reference1775

QA 278 . 2 .N 47 1985 Applied linear statistical models: regression, analysis of variance, and experimental designs1776

QA 278 . 2 .B 687 1990 Linear statistical models: an applied approach1777

QA 278 . 2 .N 47 Applied linear statistical models: regression, analysis of variance, and experimental designs1778

QA 431 .S 29 2000 Finite differences and numerical analysis1779

QA 3 .P 8 2003 Sobolev spaces1780

QA 431 .L 575 Hypersingular integral equations and their applications1781

QA 431 .L 575 Hypersingular integral equations and their applications1782

QA 39 . 3 .K 67 Discrete mathematics with applications1783

QA 331 . 7 .M 38 2001 Complex analysis for mathematics and engineering1784

QA 297 .E 568 An introduction to numerical methods and analysis1785

QA 297 .B 84 2001 Numerical analysis1786

QA 312 .J 58 2001 Lebesgue integration on Euclidean space1787

QA 312 .J 58 2001 Lebesgue integration on Euclidean space1788

QA 929 .B 5 2002 Transport phenomena1789

QA 154 . 2 .L 87 Algebra1790

QA 154 . 2 .L 87 Algebra1791

QA 154 . 2 .L 87 Algebra1792

QA 154 . 2 .L 87 Algebra1793

QA 612 .D 46 Algebraic topology: a primer1794

QA 402 . 5 .D 32 2001 Multi-objective optimization using evolutionary algorithms1795

QA 76 . 9 .D 3 D 37 1990 An introduction to database systems1796

QA 403 . 3 .C 72 N 95 Numerical analysis of wavelet methods1797

QA 377 .J 35 Numerical solution of differential equations1798

QA 320 .L 345 Functional analysis1799

QA 320 .L 345 Functional analysis1800

QA 320 .L 345 Functional analysis1801

QA 247 .D 28 Modules and rings1802

QA 247 .D 28 Modules and rings1803

QA 247 .D 28 Modules and rings1804

QA 247 .D 28 Modules and rings1805

QA 251 . 3 .A 93 Groups, rings, modules1806

. QA 241 .K 679 Suppl Instructor's manual for elementary number theory with applications1807

QA 401 .M 3935 Mathematical modelling: a case studies approach1808

QA 402 . 3 .D 368 Numerical methods for linear control systems: design and analysis1809

QA 611 . 2 .P 35 2005 Fuzzy topology1810

QA 320 .E 38 Functional analysis: an introduction1811

QA 169 .N 66 Finite free resolutions1812

QA 177 .C 33 Representation theory of finite reductive groups1813

QA 431 .B 76 Collocation methods for Volterra integral and related functional differential equations1814

QA 431 .B 76 Collocation methods for Volterra integral and related functional differential equations1815

QA 431 .B 76 Collocation methods for Volterra integral and related functional differential equations1816

QA 431 .B 76 Collocation methods for Volterra integral and related functional differential equations1817

QA 403 .K 3 2004 An introduction to harmonic analysis1818

QA 331 . 5 .K 7134 2005 Real analysis and foundations1819

Page 21: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 3 .L 28 no. 131 1970 Seminar on algebraic groups and related finite groups,held at the Institute for Advanced Study, Princeton/NJ, 1968/691820

QA 3 .L 28 no. 131 1970 Seminar on algebraic groups and related finite groups,held at the Institute for Advanced Study, Princeton/NJ, 1968/691821

QA 39 . 2 .G 748 2002 Discrete and combinatorial mathematics: an applied introduction1822

QA 371 .B 87 Numerical methods for ordinary differential equations1823

QA 571 .B 37 2004 Compact complex surfaces1824

QA 188 .B 758 Matrix methods: an introduction1825

QA 611 .N 65 An introduction to homological algebra1826

QA 611 .N 65 An introduction to homological algebra1827

QA 403 .P 74 The evolution of applied harmonic analysis1828

QA 564 .S 4513 1994 Basic algebraic geometry1829

QA 564 .S 4513 1994 Basic algebraic geometry1830

QA 241 .N 56 1991 An introduction to the theory of numbers1831

QA 241 .N 56 1991 An introduction to the theory of numbers1832

QA 248 . 5 .P 38 An introduction to fuzzy sets: analysis and design1833

QA 12 .B 67 Experimentation in mathematics: computational paths to discovery1834

QA 267 .H 54 Algebraic automata theory1835

QA 40 .S 6813 2004 Handbook of mathematics1836

QA 297 .J 28 2003 Numerical methods for scientific and engineering computation1837

QA 371 .J 34 1984 Numerical solution of differential equations1838

QA 660 .O 87 Projective differential geometry old and new: from the Schwarzian derivative to the cohomology of diffeomorphism groups1839

QA 1 .A 5225 v. 23 1967 Orthogonal polynomials1840

QA 1 .A 5225 v. 23 1967 Orthogonal polynomials1841

QA 614 . 8 .B 36 Chaos: a mathematical introduction1842

QA 320 .K 283 1982 Functional analysis1843

QA 320 .K 283 1982 Functional analysis1844

QA 640 . 3 .H 53 Algebraic combinatorics on convex polytopes1845

QA 640 . 3 .H 53 Algebraic combinatorics on convex polytopes1846

QA 155 .V 55 Monomial algebras1847

QA 247 .H 35 Algebras, rings and modules1848

QA 76 . 95 .S 76 Discovering mathematics with Maple: an interactive exploration for mathematicians, engineers, and econometricians1849

QA 76 . 95 .S 76 Discovering mathematics with Maple: an interactive exploration for mathematicians, engineers, and econometricians1850

QA 157 .F 353 Problems in higher algebra1851

QA 331 . 7 .C 524 1990 Complex variables and applications1852

QA 273 . 5 .S 26 Integral geometry and geometric probability1853

QA 501 .C 373 1968 Descriptive geometry1854

QA 564 .B 775 Algebraic geometry1855

QA 564 .B 775 Algebraic geometry1856

QA 564 .B 775 Algebraic geometry1857

QA 564 .B 775 Algebraic geometry1858

QA 564 .B 775 Algebraic geometry1859

QA 171 .K 53 The subgroup structure of the finite classical groups1860

QA 171 .K 53 The subgroup structure of the finite classical groups1861

QA 377 .S 676 Spectral methods in fluid dynamics1862

QA 377 .S 676 Spectral methods in fluid dynamics1863

QA 76 .H 797 1988 Computers and commonsense1864

QA 247 .G 355 Radical theory of rings1865

QA 247 .G 355 Radical theory of rings1866

QA 169 .V 48 An elementary approach to homological algebra1867

QA 169 .V 48 An elementary approach to homological algebra1868

QA 251 . 3 .S 785 Grobner bases and convex polytopes1869

QA 251 . 3 .S 785 Grobner bases and convex polytopes1870

QA 251 . 3 .S 785 Grobner bases and convex polytopes1871

QA 320 .A 85 Theoretical numerical analysis: a functional analysis framework1872

QA 320 .A 85 Theoretical numerical analysis: a functional analysis framework1873

QA 320 .A 85 Theoretical numerical analysis: a functional analysis framework1874

QA 320 .A 85 Theoretical numerical analysis: a functional analysis framework1875

QA 241 .S 318 1997 Number theory in science and communication: with applications in cryptography, physics, digital information, computing, and self-similarity1876

QA 241 .S 318 1997 Number theory in science and communication: with applications in cryptography, physics, digital information, computing, and self-similarity1877

QA 241 .S 318 1997 Number theory in science and communication: with applications in cryptography, physics, digital information, computing, and self-similarity1878

QA 76 . 9 .D 3 H 39 1994 Learn clipper fast1879

QA 247 .M 615 Continuous and discrete modules1880

QA 247 .M 615 Continuous and discrete modules1881

QA 247 .M 615 Continuous and discrete modules1882

QA 247 .M 615 Continuous and discrete modules1883

QA 295 .P 26 Inequalities for differential and integral equations1884

QA 295 .B 32 Integral inequalities and applications1885

QA 171 .B 48 Between nilpotent and solvable1886

QA 326 .M 87 C*-algebras and operator theory1887

QA 326 .M 87 C*-algebras and operator theory1888

QA 326 .M 87 C*-algebras and operator theory1889

QA 326 .M 87 C*-algebras and operator theory1890

QA 326 .M 87 C*-algebras and operator theory1891

QA 326 .P 38 C*-algebras and their automorphism groups1892

QA 326 .P 38 C*-algebras and their automorphism groups1893

QA 326 .P 38 C*-algebras and their automorphism groups1894

QA 326 .P 38 C*-algebras and their automorphism groups1895

QA 326 .P 38 C*-algebras and their automorphism groups1896

QA 326 .S 25 C*-algebras and W*-algebras1897

QA 326 .S 25 C*-algebras and W*-algebras1898

QA 326 .S 25 C*-algebras and W*-algebras1899

QA 326 .S 25 C*-algebras and W*-algebras1900

QA 326 .S 25 C*-algebras and W*-algebras1901

QA 301 .B 55 Problems in mathematical analysis1902

QA 301 .B 55 Problems in mathematical analysis1903

QA 301 .B 55 Problems in mathematical analysis1904

QA 301 .B 55 Problems in mathematical analysis1905

QA 301 .B 55 Problems in mathematical analysis1906

QA 246 .J 36 The prime number theorem1907

QA 251 . 4 .G 65 2004 An introduction to noncommutative noetherian rings1908

QA 326 .I 59 Introduction to Banach algebras, operators, and harmonic analysis1909

QA 273 . 5 .S 26 2004 Integral geometry and geometric probability1910

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رديفعنوانشماره بازيابي QA 241 .S 815 A primer of analytic number theory: from Pythagoras to Riemann1911

QA 612 . 2 .C 75 Knots and links1912

QA 176 .K 56 Linear and projective representations of symmetric groups1913

QA 377 .M 69 2005 Numerical solution of partial differential equations1914

QA 564 .L 37 Positivity in algebraic geometry1915

QA 564 .L 37 Positivity in algebraic geometry1916

QA 614 . 8 .B 78 Topics from one-dimensional dynamics1917

QA 251 . 3 .T 74 Trends in commutative algebra1918

QA 433 .R 85 From vectors to tensors1919

QA 155 .B 36 Algebra and geometry1920

QA 76 . 9 .A 25 A 375 Advances in elliptic curve cryptography1921

QA 331 . 7 .G 37 Harmonic measure1922

QA 331 . 7 .G 37 Harmonic measure1923

QA 331 . 7 .G 37 Harmonic measure1924

QA 331 . 7 .G 37 Harmonic measure1925

QA 329 . 8 .P 74 Methods in nonlinear integral equations1926

QA 641 .W 327 Metric structures in differential geometry1927

QA 614 . 58 .W 35 Singular points of plane curves1928

QA 166 .D 35 Elementary number theory, group theory, and Ramanujan graphs1929

QA 374 .P 54 An introduction to partial differential equations1930

QA 241 .V 53 A computational introduction to number theory and algebra1931

QA 247 . 3 .X 8 Flat covers of modules1932

QA 247 . 3 .X 8 Flat covers of modules1933

QA 247 . 3 .X 8 Flat covers of modules1934

QA 297 . 8 .P 68 Nondiscrete induction and iterative processes1935

QA 297 . 8 .P 68 Nondiscrete induction and iterative processes1936

QA 431 .P 67 Integral equations: a practical treatment, from spectral theory to applications1937

QA 431 .P 67 Integral equations: a practical treatment, from spectral theory to applications1938

QA 320 .S 49 Applied functional analysis: numerical methods, wavelet methods, and image processing1939

QA 320 .S 49 Applied functional analysis: numerical methods, wavelet methods, and image processing1940

QA 402 . 5 .H 37 2004 Global optimization using interval analysis1941

QA 402 . 5 .H 37 2004 Global optimization using interval analysis1942

QA 402 . 5 .H 37 2004 Global optimization using interval analysis1943

QA 445 .S 763 The four pillars of geometry1944

QA 251 . 3 .V 365 Computational methods in commutative algebra and algebraic geometry1945

QA 564 .C 6883 2005 Using algebraic geometry1946

QA 427 .Z 44 Methods in nonlinear analysis1947

QA 387 .H 85 Modular representations of finite groups of Lie type1948

QA 268 .B 83 2004 Introduction to cryptography1949

QA 643 .T 67 Differential geometry of curves and surfaces: a concise guide1950

QA 641 .A 588 Differential geometry of varieties with degenerate Gauss maps1951

QA 564 .M 854 Lectures on curves on an algebraic surface1952

QA 274 . 23 .S 526 Theory of stochastic differential equations with jumps and applications: mathematical and analytical techniques with applications to engineering1953

QA 640 . 7 .B 73 Research problems in discrete geometry1954

QA 300 .Z 67 2004 Mathematical analysis1955

QA 300 .Z 67 2004 Mathematical analysis1956

QA 685 .A 54 2005 Hyperbolic geometry1957

QA 300 .T 324 Analysis1958

QA 300 .T 324 Analysis1959

QA 613 .T 6613 Topology II: homotopy and homology. classical manifolds1960

QA 331 . 7 .K 37 2005 Complex variables: theory and applications1961

QA 403 .H 236 Harmonic analysis, signal processing, and complexity: festschrift in honor of the 60th birthday of Carlos A. Berenstein1962

QA 297 .N 8415 2004 Numerical analysis and its applications: third international conference, NAA 2004, Rousse, Bulgaria, June 29-July 3, 2004: revised selected papers1963

QA 184 .A 96 1997 Linear algebra done right1964

QA 611 .C 76 Essential topology1965

QA 247 .R 598 2006 Field theory1966

QA 641 .R 43 Recent advances in Riemannian and Lorentzian geometries1967

QA 247 .C 48 A field guide to algebra1968

QA 671 .G 46 Geometric mechanics on Riemannian manifolds: applications to partial differential equations1969

QA 214 .W 45 Galois theory1970

QA 611 .S 885 Geometric topology: localization, periodicity and Galois symmetry: the 1970 MIT notes1971

QA 641 .B 826 Differential geometry and topology: with a view to dynamical systems1972

QA 641 .H 89 Complex geometry: an introduction1973

QA 331 . 7 .S 34 Introduction to complex analysis in several variables1974

QA 613 . 6 .M 85 Topics in differential topology1975

QA 297 .E 43 2006 Introduction to numerical computation-analysis and MATLAB illustrations1976

QA 329 .A 73 Approximate solution of operator equations with applications1977

QA 372 .G 74 Numerical solution of ordinary differential equations: for classical, relativistic and nano systems1978

QA 372 .G 74 Numerical solution of ordinary differential equations: for classical, relativistic and nano systems1979

QA 403 . 3 .J 68 Two versions of wavelets and applications1980

QA 297 .D 413 Computational mathematics1981

QA 297 .D 413 Computational mathematics1982

QA 251 . 5 .N 53 Quasi-Frobenius rings1983

QA 251 . 5 .N 53 Quasi-Frobenius rings1984

QA 251 . 5 .N 53 Quasi-Frobenius rings1985

QA 649 .C 2913 Riemannian geometry1986

QA 649 .C 2913 Riemannian geometry1987

QA 649 .C 2913 Riemannian geometry1988

QA 649 .B 358 An introduction to Riemann-Finsler geometry1989

QA 649 .B 358 An introduction to Riemann-Finsler geometry1990

QA 649 .B 358 An introduction to Riemann-Finsler geometry1991

QA 251 . 38 .B 78 1998 Cohen-Macaulay rings1992

QA 251 . 38 .B 78 1998 Cohen-Macaulay rings1993

QA 251 . 38 .B 78 1998 Cohen-Macaulay rings1994

QA 41 .R 34 2004 Mathematics handbook for science and engineering1995

QA 297 .H 287 Handbook of numerical analysis1996

QA 297 .H 287 Handbook of numerical analysis1997

QA 297 .H 287 Handbook of numerical analysis1998

QA 76 . 9 .D 3 M 547 Microsoft Foxpro: relational database Management system for MS-DOS and Windows, vesion 2. 51999

QA 76 . 9 .D 3 M 547 Microsoft Foxpro: relational database Management system for MS-DOS and Windows, vesion 2. 52000

QA 76 . 9 .D 3 M 547 Microsoft Foxpro: relational database Management system for MS-DOS and Windows, vesion 2. 52001

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رديفعنوانشماره بازيابي QA 303 .S 17 1978 Calculus: one and several variables, with analytic geometry2002

QA 247 .W 5713 1991 Foundations of module and ring theory: a handbook for study and research2003

QA 247 .W 5713 1991 Foundations of module and ring theory: a handbook for study and research2004

QA 431 .B 78 The numerical solution of Volterra equations2005

QA 431 .B 78 The numerical solution of Volterra equations2006

QA 431 .B 78 The numerical solution of Volterra equations2007

QA 431 .B 78 The numerical solution of Volterra equations2008

QA 431 .B 78 The numerical solution of Volterra equations2009

QA 401 .K 7 2006 Advanced engineering mathematics2010

QA 402 . 5 .B 69 Convex optimization2011

QA 76 . 95 .T 7727 The mathematica guidebook for numerics2012

QA 297 .M 39 2005 Numerical methods for mathematics, science, and engineering2013

QA 221 .K 665 Approximation techniques for engineers2014

QA 372 .P 47 2001 Differential equations and dynamical systems2015

QA 612 . 2 .M 36 Knot theory2016

QA 247 .E 384 The geometry of syzygies: a second course in commutative algebra and algebraic geometry2017

QA 649 .J 67 2005 Riemannian geometry and geometric analysis2018

QA 274 .B 399 Stochastic processes in science, engineering, and finance2019

QA 268 .S 75 2006 Cryptography: theory and practice2020

QA 564 .B 38 2006 Algorithms in real algebraic geometry2021

QA 567 . 2 .E 44 H 36 Handbook of elliptic and hyperelliptic curve cryptography2022

QA 401 .D 9 2004 Principles of mathematical modeling2023

QA 374 .F 54 2003 Introduction to partial differential equations2024

QA 164 .T 83 2004 Applied combinatorics2025

QA 297 .L 59 Frontiers of numerical analysis: Durham 20042026

QA 331 .K 71913 Complex manifolds and deformation of complex structures2027

QA 372 .C 59 An introduction to ordinary differential equations2028

QA 166 .D 514 2005 Graph theory2029

QA 166 .D 514 2005 Graph theory2030

QA 274 . 22 .K 86 Introduction to stochastic integration2031

QA 402 . 37 .O 37 Applied stochastic control of jump diffusions2032

QA 193 .K 745 Numerical methods for general and structured eigenvalue problems2033

QA 297 .G 68 Applied numerical methods2034

QA 374 .R 36 Introduction to partial differential equations2035

QA 279 .A 67 Applied optimal designs2036

QA 322 . 2 .W 65 Banach spaces for analysts2037

QA 251 .K 638 Rational and nearly rational varieties2038

QA 564 .D 443 Computing in algebraic geometry: a quick start using SINGULAR2039

QA 607 .K 38 Enumerative geometry and string theory2040

QA 251 . 3 .M 55 Combinatorial commutative algebra2041

QA 176 .W 45 Representation theory of finite groups: algebra and arithmetic2042

QA 611 . 17 .R 45 Geometry and topology2043

QA 248 .P 36 Fuzzy relational calculus: theory, applications and software (with CD-ROM)2044

QA 188 .S 664 Problems and solutions in introductory and advanced matrix calculus2045

QA 374 .L 337 Partial differential equations with numerical methods2046

QA 374 .L 337 Partial differential equations with numerical methods2047

QA 219 .R 34 Graph algebras2048

QA 219 .R 34 Graph algebras2049

QA 403 .W 65 Lectures on harmonic analysis2050

QA 3 .A 57 no. 785 The connective K-theory of finite groups2051

QA 403 .C 53 2003 Harmonic analysis, the trace formula, and Shimura varieties: proceedings of the Clay Mathematics Institute, 2003 Summer School, the Fields Institute, Toronto, Canada, June 2-27, 20032052

QA 567 . 2 .S 56 B 64 Algebraic curves and one-dimensional fields2053

QA 176 .L 58 2005 The theory of group characters and matrix representations of groups2054

QA 612 . 3 .C 86 Cyclic homology in non-commutative geometry2055

QA 42 .K 727 Mathematical publishing: a guidebook2056

QA 387 .L 52 Lie groups and automorphic forms: proceedings of the 2003 summer program, Zhejiang University, Center of Mathematical Sciences, Hangzhou, China2057

QA 326 .I 55 2003 Banach algebras and their applications: Sixteenth International Conference on Banach Algebras, University of Alberta in Edmonton, Canada, July 27-August 9, 20032058

QA 177 .G 67 The classification of the finite simple groups2059

QA 639 . 5 .M 3413 Convex analysis: theory and applications2060

QA 251 . 3 .K 79 Computational commutative algebra 22061

QA 251 . 3 .M 37213 Commutative ring theory2062

QA 251 . 3 .M 37213 Commutative ring theory2063

QA 251 . 3 .V 375 Integral closure: Rees algebras, multiplicities, algorithms2064

QA 247 . 3 .L 35 Serre's problem on projective modules2065

QA 247 . 3 .L 35 Serre's problem on projective modules2066

QA 403 .D 457 Harmonic analysis: a gentle introduction2067

QA 268 .T 674 Topics in geometry, coding theory and cryptography2068

QA 251 . 5 .F 355 2004 Rings and things and a fine array of twentieth century associative algebra2069

QA 214 .H 69 Fields and Galois theory2070

QA 564 .G 43 An introduction to algebraic geometry and algebraic groups2071

QA 404 . 7 .C 37 Harmonic measure: geometric and analytic points of view2072

QA 297 . 5 .D 38 Interpolation and approximation2073

QA 297 . 5 .D 38 Interpolation and approximation2074

QA 297 . 5 .D 38 Interpolation and approximation2075

QA 297 . 5 .D 38 Interpolation and approximation2076

QA 297 . 5 .D 38 Interpolation and approximation2077

QA 297 . 5 .D 38 Interpolation and approximation2078

QA 297 . 5 .D 38 Interpolation and approximation2079

QA 297 . 5 .D 38 Interpolation and approximation2080

QA 300 .F 63 Intermediate real analysis2081

QA 300 .F 63 Intermediate real analysis2082

QA 303 .L 4 1976 The calculus, with analytic geometry2083

QA 303 .L 4 1976 The calculus, with analytic geometry2084

QA 303 .L 4 1976 The calculus, with analytic geometry2085

QA 303 .L 4 1976 The calculus, with analytic geometry2086

QA 303 .L 4 1976 The calculus, with analytic geometry2087

QA 303 .L 4 1976 The calculus, with analytic geometry2088

QA 297 .V 28 1983 Introduction to numerical computations2089

QA 300 .M 5 Applied mathematics in chemical engineering2090

QA 300 .B 4 Advanced mathematical analysis periodic functions and distributions, complex analysis, Laplace transform and applications2091

QA 297 .S 37 1988 Schaum's outline of theory and problems of numerical analysis2092

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رديفعنوانشماره بازيابي QA 273 .R 83 A first course in probability2093

QA 273 .R 83 A first course in probability2094

QA 273 .R 83 A first course in probability2095

QA 273 .R 83 A first course in probability2096

QA 273 .R 83 A first course in probability2097

QA 273 .G 74 Probability and random processes2098

QA 273 .G 74 Probability and random processes2099

QA 273 .G 74 Probability and random processes2100

QA 273 .G 74 Probability and random processes2101

QA 273 .G 74 Probability and random processes2102

QA 273 .G 74 Probability and random processes2103

QA 251 .L 53 Schaum's outline of theory and problems of linear algebra2104

QA 251 .L 53 Schaum's outline of theory and problems of linear algebra2105

QA 251 .L 53 Schaum's outline of theory and problems of linear algebra2106

QA 251 .L 53 Schaum's outline of theory and problems of linear algebra2107

QA 251 .L 53 Schaum's outline of theory and problems of linear algebra2108

QA 251 .L 53 Schaum's outline of theory and problems of linear algebra2109

QA 241 .A 6 Introduction to analytic number theory2110

QA 241 .A 6 Introduction to analytic number theory2111

QA 247 .E 38 Fermat's last theorem a genetic introduction to algebraic number theory2112

QA 248 .E 5 Elements of set theory2113

QA 248 .E 5 Elements of set theory2114

QA 248 .E 5 Elements of set theory2115

QA 248 .E 5 Elements of set theory2116

QA 188 .G 7 Matrix theory and applications for engineers and mathematicians2117

QA 166 .W 55 1985 Introduction to graph theory2118

QA 166 .W 55 1985 Introduction to graph theory2119

QA 166 .W 55 1985 Introduction to graph theory2120

QA 166 .W 55 1985 Introduction to graph theory2121

QA 166 .W 55 1985 Introduction to graph theory2122

QA 155 . 2 .S 78 Studies in algebra and number theory2123

QA 432 .S 64 The use of integral transforms2124

QA 402 .O 63 Signals and systems2125

QA 331 .P 35 Applied complex analysis2126

QA 312 .S 52 Measure theory2127

QA 184 .S 52 Linear algebra2128

QA 321 . 5 .K 47 Nonlinear functional analysis: a first course2129

QA 320 .S 66 A first course in functional analysis2130

QA 251 . 4 .B 547 Noncommutative character theory of the symmetric group2131

QA 320 .C 658 1990 A course in functional analysis2132

QA 320 .C 658 1990 A course in functional analysis2133

QA 320 .C 658 1990 A course in functional analysis2134

QA 320 .C 658 1990 A course in functional analysis2135

QA 320 .C 658 1990 A course in functional analysis2136

QA 320 .C 658 1990 A course in functional analysis2137

QA 320 .C 658 1990 A course in functional analysis2138

QA 164 .C 346 Combinatorics: topics, techniques, algorithms2139

QA 164 .C 346 Combinatorics: topics, techniques, algorithms2140

QA 341 .S 75 Algebraic function fields and codes2141

QA 341 .S 75 Algebraic function fields and codes2142

QA 171 .P 38 Permutation groups2143

QA 171 .P 38 Permutation groups2144

QA 251 . 3 .V 36 Arithmetic of blowup algebras2145

QA 251 . 3 .V 36 Arithmetic of blowup algebras2146

QA 251 . 3 .V 36 Arithmetic of blowup algebras2147

QA 251 . 3 .V 36 Arithmetic of blowup algebras2148

QA 164 .L 56 2001 A course in combinatorics2149

QA 164 .L 56 2001 A course in combinatorics2150

QA 164 .L 56 2001 A course in combinatorics2151

QA 164 .L 56 2001 A course in combinatorics2152

QA 166 .B 663 Modern graph theory2153

QA 166 .B 663 Modern graph theory2154

QA 166 .B 663 Modern graph theory2155

QA 162 .A 97 2004 Schaum's outline of theory and problems of abstract algebra2156

QA 3 .L 28 no. 127 Lie algebras2157

QA 3 .L 28 no. 127 Lie algebras2158

QA 329 . 9 .A 37 Nonstandard methods in fixed point theory2159

QA 329 . 9 .A 37 Nonstandard methods in fixed point theory2160

QA 329 . 9 .A 37 Nonstandard methods in fixed point theory2161

QA 329 . 9 .A 37 Nonstandard methods in fixed point theory2162

QA 322 . 2 .F 74 Geometry of linear 2-normed spaces2163

QA 322 . 2 .F 74 Geometry of linear 2-normed spaces2164

QA 322 . 2 .F 74 Geometry of linear 2-normed spaces2165

QA 322 . 2 .F 74 Geometry of linear 2-normed spaces2166

QA 221 .C 495 Approximation theory: from Taylor polyonomials to wavelets2167

QA 221 .C 495 Approximation theory: from Taylor polyonomials to wavelets2168

QA 221 .C 495 Approximation theory: from Taylor polyonomials to wavelets2169

QA 311 .K 713 Approximate calculation of integrals2170

QA 311 .K 713 Approximate calculation of integrals2171

QA 311 .K 713 Approximate calculation of integrals2172

QA 311 .K 713 Approximate calculation of integrals2173

QA 322 . 4 .T 48 Theory of 2-inner product spaces2174

QA 322 . 4 .T 48 Theory of 2-inner product spaces2175

QA 322 . 4 .T 48 Theory of 2-inner product spaces2176

QA 329 .C 7 A course in operator theory2177

QA 329 .C 7 A course in operator theory2178

QA 329 .C 7 A course in operator theory2179

QA 329 .C 7 A course in operator theory2180

QA 611 . 28 .R 6513 Metric linear spaces2181

QA 611 . 28 .R 6513 Metric linear spaces2182

QA 611 . 28 .R 6513 Metric linear spaces2183

Page 25: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 611 . 28 .R 6513 Metric linear spaces2184

QA 403 .F 58 A course in abstract harmonic analysis2185

QA 403 .F 58 A course in abstract harmonic analysis2186

QA 403 .F 58 A course in abstract harmonic analysis2187

QA 612 .R 69 An introduction to algebraic topology2188

QA 612 .R 69 An introduction to algebraic topology2189

QA 329 . 9 .G 64 Topics in metric fixed point theory2190

QA 329 . 9 .G 64 Topics in metric fixed point theory2191

QA 329 . 9 .G 64 Topics in metric fixed point theory2192

QA 329 . 9 .G 64 Topics in metric fixed point theory2193

QA 329 . 9 .G 64 Topics in metric fixed point theory2194

QA 329 . 9 .S 5313 Fixed points2195

QA 329 . 9 .S 5313 Fixed points2196

QA 329 . 9 .S 5313 Fixed points2197

QA 329 . 9 .S 5313 Fixed points2198

QA 329 . 9 .S 5313 Fixed points2199

QA 329 . 9 .H 36 Handbook of metric fixed point theory2200

QA 329 . 9 .H 36 Handbook of metric fixed point theory2201

QA 329 . 9 .H 36 Handbook of metric fixed point theory2202

QA 329 . 9 .H 36 Handbook of metric fixed point theory2203

QA 329 . 9 .H 36 Handbook of metric fixed point theory2204

QA 155 .G 69 Interactive algebra2205

QA 155 .G 69 Interactive algebra2206

QA 155 .G 69 Interactive algebra2207

QA 377 .B 74 Hyperbolic systems of conservation laws: the one-dimensional Cauchy problem2208

QA 221 .M 497 2007 Fundamentals of approximation theory2209

QA 76 . 58 .S 545 An introduction to parallel and vector scientific computing2210

QA 611 .M 47 Topology now!2211

QA 274 .O 46 Probability, statistics, and stochastic processes2212

QA 76 . 73 .C 153 J 45 How to program using C++2213

QA 403 . 3 .R 428 Real analysis: with an introduction to wavelets and applications2214

QA 76 . 73 .C 153 G 63 Data structures and algorithms in C++2215

QA 76 . 73 .C 153 M 46 1999 Computing fundamentals with C++ : object-oriented programming & design2216

QA 274 . 25 .C 48 Stochastic partial differential equations2217

QA 76 . 73 .C 154 S 336 2006 C++ 2.0 : the complete reference2218

QA 76 . 73 .J 38 C 85 A Java foundation classes primer2219

QA 76 . 64 .J 34 Object-oriented programming using C++2220

QA 76 . 73 .J 38 J 45 How to program using Java2221

QA 371 .H 68 Introduction to numerical methods in differential equations2222

QA 300 .R 82 1987 Real and complex analysis2223

QA 300 .R 82 1987 Real and complex analysis2224

QA 300 .R 82 1987 Real and complex analysis2225

QA 300 .R 82 1987 Real and complex analysis2226

QA 300 .R 82 1987 Real and complex analysis2227

QA 251 . 3 .M 67 Fuzzy commutative algebra2228

QA 251 . 3 .H 85 Tight closure and its applications2229

QA 251 . 3 .H 85 Tight closure and its applications2230

QA 326 .L 34 Banach algebras;an introduction2231

QA 326 .L 34 Banach algebras;an introduction2232

QA 320 .A 45 1999 Infinite dimensional analysis: a hitchhiker's guide2233

QA 320 .A 45 1999 Infinite dimensional analysis: a hitchhiker's guide2234

QA 320 .A 45 1999 Infinite dimensional analysis: a hitchhiker's guide2235

QA 247 .R 5 General theory of Banach algebras2236

QA 247 .R 5 General theory of Banach algebras2237

QA 564 .Z 3513 Tangents and secants of algebraic varieties2238

QA 564 .Z 3513 Tangents and secants of algebraic varieties2239

QA 403 .H 4 1979 Abstract harmonic analysis2240

QA 403 .H 4 1979 Abstract harmonic analysis2241

QA 403 .H 4 1979 Abstract harmonic analysis2242

QA 403 .H 4 1979 Abstract harmonic analysis2243

QA 403 .H 4 1979 Abstract harmonic analysis2244

QA 402 . 5 .G 55 2004 Mathematics of optimization: smooth and nonsmooth case2245

QA 402 . 5 .G 55 2004 Mathematics of optimization: smooth and nonsmooth case2246

QA 402 . 5 .G 55 2004 Mathematics of optimization: smooth and nonsmooth case2247

QA 404 . 5 .D 37 Orthogonal polynomials and random matrices: a Riemann-Hilbert approach2248

QA 403 .P 37 Amenability2249

QA 403 .P 37 Amenability2250

QA 403 .P 37 Amenability2251

QA 3 .L 28 vol. 1774 Lectures on amenability2252

QA 3 .L 28 vol. 1774 Lectures on amenability2253

QA 3 .L 28 vol. 1774 Lectures on amenability2254

QA 329 . 2 .A 45 Positive operators2255

QA 329 . 2 .A 45 Positive operators2256

QA 329 . 2 .A 45 Positive operators2257

QA 564 .M 49 Introduction to liaison theory and deficiency modules2258

QA 564 .M 49 Introduction to liaison theory and deficiency modules2259

QA 321 . 5 .Z 4513 Nonlinear functional analysis and its applications2260

QA 321 . 5 .Z 4513 Nonlinear functional analysis and its applications2261

QA 321 . 5 .Z 4513 Nonlinear functional analysis and its applications2262

QA 321 . 5 .T 34 Nonlinear functional analysis: fixed point theory and its applications2263

QA 321 . 5 .T 34 Nonlinear functional analysis: fixed point theory and its applications2264

QA 321 . 5 .T 34 Nonlinear functional analysis: fixed point theory and its applications2265

QA 218 .S 655 Solving polynomial equations: foundations, algorithms, and applications2266

QA 273 .C 573 1997 Probability theory: independence, interchangeability, martingales2267

QA 269 .O 9 2001 Game theory2268

QA 278 .J 63 2003 Applied multivariate statistical analysis2269

QA 372 .S 454 Differential quadrature and its application in engineering2270

QA 188 .K 328 Polynomial and rational matrices: applications in dynamical systems theory2271

QA 169 .B 745 Local cohomology: an algebraic introduction with geometric applications2272

QA 326 .P 534 Amenable Banach algebras2273

QA 326 .P 534 Amenable Banach algebras2274

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رديفعنوانشماره بازيابي QA 326 .P 534 Amenable Banach algebras2275

Q 360 .C 68 2006 Elements of information theory2276

QA 11 . 2 .E 75 Applied mathematics, body and soul2277

QA 372 .S 925 A course in ordinary differential equations2278

QA 565 .F 97 2008 Algebraic curves,an introduction to algebraic geometry2279

QA 565 .F 97 2008 Algebraic curves,an introduction to algebraic geometry2280

QA 276 . 4 .N 379 2010 Principles of statistics for engineers and scientists2281

QA 166 .S 52 Graph theory2282

QA 278 . 8 .V 53 Nonparametric statistics with applications to science and engineering2283

QA 276 . 22 .S 74 Advanced statistics demystified2284

QA 432 .D 36 2007 Integral transforms and their applications2285

QA 184 . 2 .R 66 2008 Advanced linear algebra2286

QA 248 .D 275 Classes of modules2287

QA 431 .P 65 2008 Handbook of integral equations2288

QA 166 . 247 .O 6813 Graph colorings2289

QA 214 .W 45 2009 Galois theory2290

QA 179 .S 67 1998 Linear algebraic groups2291

QA 179 .S 67 1998 Linear algebraic groups2292

QA 297 .G 73 Numerical mathematics2293

QA 312 .O 38 Optimal domain and integral extension of operators: acting in function spaces2294

QA 431 .I 495 Integral methods in science and engineering: techniques and applications2295

QA 402 .K 78 Numerical methods for controlled stochastic delay systems2296

QA 169 .K 69 Combinatorial algebraic topology2297

QA 403 . 5 .L 8 Singular integrals and related topics2298

QA 641 .O 67 2007 Differential geometry and its applications2299

QA 278 . 2 .A 66 2005 Applied linear statistical models2300

QA 251 . 3 .K 55 Representation type of commutative Noetherian rings III: global wildness and tameness2301

QA 377 .S 45 Spectral and high-order methods with applications2302

QA 188 .L 57 2009 Schaum's outline of theory and problems of linear algebra2303

QA 611 . 3 .A 93 Set-valued analysis2304

QA 611 . 3 .A 93 Set-valued analysis2305

QA 329 . 2 .C 666 Subnormal operators2306

QA 329 . 2 .C 666 Subnormal operators2307

QA 329 . 2 .C 666 Subnormal operators2308

QA 329 . 2 .C 76 Multivalued linear operators2309

QA 329 . 2 .C 76 Multivalued linear operators2310

QA 329 . 2 .C 76 Multivalued linear operators2311

QA 3 .L 28 no. 141 Ordered linear spaces2312

QA 3 .L 28 no. 141 Ordered linear spaces2313

QA 3 .L 28 no. 141 Ordered linear spaces2314

QA 3 .L 28 no. 141 Ordered linear spaces2315

QA 326 .D 35 Banach algebras and automatic continuity2316

QA 322 . 2 .D 38 1973 Normed linear spaces2317

QA 322 . 2 .D 38 1973 Normed linear spaces2318

QA 322 . 2 .D 38 1973 Normed linear spaces2319

QA 331 . 7 .S 33 2009 Schaum's outline of complex variables: with an introduction to conformal mapping and its applications2320

QA 331 .C 52 1974 Complex variables and applications2321

QA 331 .C 52 1974 Complex variables and applications2322

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2323

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2324

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2325

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2326

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2327

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2328

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2329

QA 280 .B 59 2000 Fourier analysis of time series: an introduction2330

QA 331 . 5 .B 65 2006 Convex analysis and nonlinear optimization: theory and examples2331

QA 155 .H 83 1996 Algebra2332

QA 155 .H 83 1996 Algebra2333

QA 155 .H 83 1996 Algebra2334

QA 303 .A 53 Calculus with analytic geometry2335

QA 76 . 73 .C 153 V 573 Visual C++ .NET : a managed code approach for experienced programmers2336

QA 297 .S 873 An introduction to numerical analysis2337

QA 297 .S 873 An introduction to numerical analysis2338

QA 297 .S 873 An introduction to numerical analysis2339

QA 297 .S 873 An introduction to numerical analysis2340

QA 297 .S 873 An introduction to numerical analysis2341

QA 273 .B 2584 2008 Probability and statistical inference2342

QA 154 . 3 .Y 68 2009 College algebra2343

QA 154 . 3 .Y 68 2009 College algebra2344

QA 154 . 3 .Y 68 2009 College algebra2345

QA 154 . 3 .Y 68 2009 College algebra2346

QA 154 . 3 .Y 68 2009 College algebra2347

QA 154 . 3 .Y 68 2009 College algebra2348

QA 164 .T 83 2007 Applied combinatorics2349

QA 300 .B 38 Introduction to real analysis: an educational approach2350

QA 279 . 5 .B 65 2007 Introduction to Bayesian statistics2351

QA 279 . 2 .D 96 Probably not: future prediction using probability and statistical inference2352

QA 76 . 76 .O 63 H 759 Sams teach yourself Red Hat Linux 9 in 24 hours2353

QA 188 .M 495 Matrix analysis and applied linear algebra2354

QA 188 .M 495 Matrix analysis and applied linear algebra2355

QA 188 .M 495 Matrix analysis and applied linear algebra2356

QA 188 .M 495 Matrix analysis and applied linear algebra2357

QA 601 .A 517 Extreme properties of linear transformations and geometry in unitary spaces2358

QA 279 . 4 .P 37 Decision theory: principles and approaches2359

QA 274 . 42 .L 69 Fractal-based point processes2360

QA 166 .F 68513 Graph theory and applications with exercises and problems2361

QA 39 . 3 .G 68 2009 Discrete mathematics with proof2362

QA 162 .D 87 2009 Modern algebra: an introduction2363

QA 402 . 35 .H 36 2008 Handbook of chaos control2364

QC 20 . 7 .S 54 G 74 Introduction to singularities and deformations2365

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رديفعنوانشماره بازيابي QA 402 . 5 .B 445 Robust optimization2366

QA 402 . 5 .B 445 Robust optimization2367

QA 320 .S 67 A second course in mathematical analysis2368

QA 331 . 7 .W 65 Complex analysis2369

QA 177 .I 835 Finite group theory2370

QA 329 . 9 .A 36 Fixed point theory for Lipschitzian-type mappings with applications2371

QA 300 .P 353 Handbook of applied analysis2372

QA 279 .H 6 Handbook of univariate and multivariate data analysis and interpretation with SPSS2373

QA 276 .D 69 Lectures on algebraic statistics2374

QA 184 . 2 .L 38 2007 Linear algebra and its applications2375

QA 251 . 3 .N 665 Noncommutative rings, group rings, diagram algebras, and their applications: international conference, December 18-22, 2006, University of Madras, Chennai, India2376

QA 649 .L 85 Semiparallel submanifolds in space forms2377

QA 322 . 2 .C 45 Geometric properties of Banach spaces and nonlinear iterations2378

QA 371 .E 76 Applied delay differential equations2379

QA 377 .C 45 Elliptic equationsan introductory course2380

QA 281 .M 37 Interpolation processes: basic theory and applications2381

QA 9 .R 26513 2010 A concise introduction to mathematical logic2382

QA 649 .F 35 Riemannian submersions and related topics2383

QA 377 .A 558 Hyperbolic partial differential equations2384

QA 251 .H 6 2009 Linear algebra2385

QA 251 .H 6 2009 Linear algebra2386

QA 331 . 7 .B 76 2009 Complex variables and applications2387

QA 276 . 4 .G 455 Computational statistics2388

QA 607 .G 875 Configurations of points and lines2389

QA 614 . 58 .H 37 Deformation theory2390

QA 564 .E 45 Emerging applications of algebraic geometry2391

QA 639 . 5 .M 66 Generalized curvatures2392

QA 176 .K 6713 Groups and symmetries: from finite groups to Lie groups2393

QA 176 .K 6713 Groups and symmetries: from finite groups to Lie groups2394

QA 320 .R 96 2008 Linear functional analysis2395

QA 649 .D 84 Null curves and hypersurfaces of semi-Riemannian manifolds2396

QA 297 .D 335 Numerical methods in scientific computing2397

QA 297 .D 335 Numerical methods in scientific computing2398

QA 297 .D 335 Numerical methods in scientific computing2399

QA 297 .D 335 Numerical methods in scientific computing2400

QA 329 . 8 .B 87 Set-valued mappings and enlargements of monotone operators2401

QA 276 .C 37 2002 Statistical inference2402

QA 276 .C 37 2002 Statistical inference2403

QA 276 .C 37 2002 Statistical inference2404

QA 276 .C 37 2002 Statistical inference2405

QA 641 .S 458 The geometry of Hessian structures2406

QA 241 .D 59 Algebra and number theory: an integrated approach2407

QA 564 .H 24 1995 Algebraic geometry :a first course2408

QA 612 .K 74 Differential algebraic topology: from stratifolds to exotic spheres2409

QA 564 .S 428 Deformations of algebraic schemes2410

QA 320 .C 66 Exercises in functional analysis2411

QA 247 .M 67 Field and Galois theory2412

QA 169 .L 87 Higher topos theory2413

QA 387 .P 76 Lie groups: an approach through invariants and representations2414

QA 641 .L 38 Manifolds and differential geometry2415

QA 325 .D 66 Measure theory2416

QA 445 .D 82 1990 Modern geometry--methods and applications2417

QA 445 .D 82 1990 Modern geometry--methods and applications2418

QA 445 .D 82 1990 Modern geometry--methods and applications2419

QA 241 .H 3313 Number theory2420

QA 402 . 5 .N 62 2006 Numerical optimization2421

QA 402 . 5 .N 62 2006 Numerical optimization2422

QA 301 .G 46 Problems in real and complex analysis2423

QA 649 .W 64 2011 Spaces of constant curvature2424

QA 312 . 5 .V 54 Statistical methods for fuzzy data2425

QA 280 .B 76 1991 Time series: theory and methods2426

QA 251 . 5 .F 385 Modules over endomorphism rings2427

QA 649 .D 75 Differential geometry of lightlike submanifolds2428

QA 188 .G 64 Matrix polynomials2429

QA 320 .L 348 2002 Functional analysis : applications in mechanics and inverse problems2430

QA 36 .G 45 Theorems and counterexamples in mathematics2431

QA 612 . 7 .G 64 Simplicial homotopy theory2432

QA 247 .S 755 Lattice-ordered rings and modules2433

QA 184 .G 7313 1975 Linear algebra2434

T 57 . 74 .R 664 2005 Interior point methods for linear optimization2435

QA 76 . 9 .C 65 H 365 Practical guide to computer simulations2436

QA 166 .B 37 Graphs and matrices2437

QA 402 . 5 .Y 4 Interior point algorithms : theory and analysis2438

QA 402 . 5 .Y 4 Interior point algorithms : theory and analysis2439

QA 371 . 5 .D 37 B 47 Differential equations: theory and applications with Maple2440

QA 273 .G 5 1969 The theory of probability2441

QA 171 .A 86 Atlas of finite groups: maximal subgroups and ordinary characters for simple groups2442

QA 171 .A 86 Atlas of finite groups: maximal subgroups and ordinary characters for simple groups2443

QA 5 .D 69 2009 Dictionary of mathematics terms2444

QA 402 . 5 .N 4615 Interior-point polynomial algorithms in convex programming2445

QA 402 . 5 .N 4615 Interior-point polynomial algorithms in convex programming2446

QA 402 . 5 .B 67 Duality in vector optimization2447

QA 402 . 6 .B 87 Assignment problems2448

QA 402 . 6 .B 87 Assignment problems2449

QA 41 .S 32 2009 Mathematical handbook of formulas and tables2450

QA 41 .S 32 2009 Mathematical handbook of formulas and tables2451

QA 402 . 5 .C 6485 Trust-region methods2452

QA 402 . 5 .C 6485 Trust-region methods2453

QA 402 . 5 .K 6665 2006 Combinatorial optimization : theory and algorithms2454

QA 166 .B 668 Graph theory2455

T 57 . 8 .S 86 Optimization theory and methods: nonlinear programming2456

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رديفعنوانشماره بازيابي T 57 . 8 .S 86 Optimization theory and methods: nonlinear programming2457

QA 184 .N 86 Numerical linear algebra and optimization2458

QA 614 . 82 .R 58 Mean curvature flow and isoperimetric inequalities2459

QA 564 .H 21 Classification of higher dimensional algebraic varieties2460

QA 691 .D 43 Topics in hyperplane arrangements, polytopes and box-splines2461

QA 171 .B 66 Representations of SL 2(Fq)2462

QA 3 .L 471 no. 2007 Symmetries of compact Riemann surfaces2463

QA 251 . 3 .K 456 A course in commutative algebra2464

QA 326 .M 3413 Hilbert C*-modules2465

QA 612 . 7 .G 647 2009 Simplicial homotopy theory2466

QA 614 . 3 .D 84 Poisson structures and their normal forms2467

QA 251 . 5 .S 8 Rings of quotients :an introduction to methods of ring theory2468

QA 303 .B 674 Problem book for first year calculus2469

QA 611 .R 85 A taste of topology2470

QA 329 . 9 .D 833 Fixed point theory2471

QA 611 .W 695 General topology2472

QA 611 . 7 .G 67 2006 Topological fixed point theory of multivalued mappings2473

QA 303 . 2 .F 55 2010 Thomas' calculus2474

QA 274 . 75 .V 37 Lectures on diffusion problems and partial differential equations2475

QA 320 .P 39 Analysis now2476

QA 403 . 5 .K 7913 A handbook of methods of approximate Fourier transformation and inversion of the Laplace transformation2477

QA 251 .M 38 Introduction to linear algebra2478

QA 402 . 5 .P 4185 Self-regularity: a new paradigm for primal-dual interior-point algorithms2479

QA 567 .K 8613 Introduction to plane algebraic curves2480

QA 567 .K 8613 Introduction to plane algebraic curves2481

QA 612 . 3 .K 375 The heart of cohomology2482

QA 612 . 3 .K 375 The heart of cohomology2483

QA 164 . 8 .S 73 2012 Enumerative combinatorics2484

QA 166 .C 834 An introduction to the theory of graph spectra2485

QA 169 .H 36 Triangulated categories in the representation theory of finite dimensional algebras2486

QA 169 .H 36 Triangulated categories in the representation theory of finite dimensional algebras2487

QA 402 . 3 .N 66 Nonsmooth analysis and control theory2488

QA 166 . 25 .B 47 1999 Design theory2489

QA 166 . 25 .B 47 1999 Design theory2490

QA 164 .B 347 Association schemes: designed experiments, algebra, and combinatorics2491

QA 564 .U 3413 Advances in moduli theory2492

QA 564 .U 3413 Advances in moduli theory2493

QA 166 . 25 .I 56 Combinatorics of symmetric designs2494

QA 341 .C 73 Boolean functions: theory, algorithms, and applications2495

QA 164 .F 57 Analytic combinatorics2496

QA 164 .J 84 2011 Extremal combinatorics: with applications in computer science2497

QA 164 .B 66 2006 A walk through combinatorics: an introduction to enumeration and graph theory2498

QA 184 . 2 .D 96 Linear algebra in action2499

QA 166 . 17 .B 66 2001 Random graphs2500

QA 166 . 17 .B 66 2001 Random graphs2501

QA 612 .M 85 1966 Elementary differential topology2502

QA 184 .B 37 2011 Linear algebra and linear models2503

QA 247 .P 44 Graded syzygies2504

QA 247 .P 44 Graded syzygies2505

QA 402 . 5 .M 315 Nonsmooth optimization: analysis and algorithms with applications to optimal control2506

QA 564 .H 23 2008 Lectures on algebraic geometry2507

QA 564 .H 23 2008 Lectures on algebraic geometry2508

QA 10 . 3 .C 87 Cryptographic Boolean functions and applications2509

QA 565 .L 4313 Lectures on curves, surfaces and projective varieties: a classical view of algebraic geometry2510

QA 3 .L 28 2004 K 3 Projective models in scrolls2511

QA 188 .B 78 Combinatorial matrix theory2512

QA 164 .A 46 2008 The probabilistic method2513

QA 3 .L 28 1999 Power sums, Gorenstein algebras, and determinantal loci2514

QA 166 . 25 .C 36 Designs, graphs, codes, and their links2515

QA 164 . 8 .A 36 A course in enumeration2516

QA 402 . 5 .C 53 Optimization and nonsmooth analysis2517

QA 164 .K 86 Combinatorics: the Rota way2518

QA 169 .A 96 Category theory2519

QA 248 .A 657 Combinatorics of finite sets2520

QA 164 .T 733 The traveling salesman problem and its variations2521

QA 315 .R 63 2004 Variational analysis2522

QA 166 .B 76 Spectra of graphs2523

QA 164 .B 76 2010 Introductory combinatorics2524

QA 564 .T 73 Introduction to intersection theory in algebraic geometry2525

QA 164 .T 73 Travelling salesman problem2526

QA 174 . 2 .D 37 Hyperring theory and applications2527

QA 279 .L 597 A practical guide to scientific data analysis2528

QA 171 . 5 .O 38 Series expansion methods for strongly interacting lattice models2529

QA 297 .B 84 2011 Numerical analysis2530

QA 297 .H 588 2001 Numerical methods for engineers and scientists2531

QA 280 .M 85 Multiscale analysis of complex time series: integration of chaos and random fractal theory, and beyond2532

QA 312 .J 35 Lebesgue measure and integration2533

QA 188 .G 65 1996 Matrix computations2534

QA 224 .R 64 An introduction to NURBS: with historical perspective2535

QA 371 .P 482 Well-posed, ill-posed, and intermediate problems with applications2536

QA 372 .B 876 Method of averaging for differential equations on an infinite interval: theory and applications2537

QA 377 .L 58 2008 An introduction to nonlinear partial differential equations2538

QA 76 . 9 .M 35 K 66 The Lanczos method: evolution and application2539

QA 431 .L 548 Finite difference methods for ordinary and partial differential equations: steady-state and time-dependent problems2540

QA 297 .H 53 Accuracy and stability of numerical algorithms2541

QA 184 .C 525 Introduction to numerical linear algebra and optimisation2542

QA 297 .R 47 A theoretical introduction to numerical analysis2543

QA 39 . 3 .R 67 2003 Discrete mathematics and its applications2544

QA 184 .D 455 Applied numerical linear algebra2545

QA 374 .P 58 Linear partial differential equations and Fourier theory2546

QA 188 .B 46 2003 Generalized inverses: theory and applications2547

Page 29: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 188 .S 17 2003 Iterative methods for sparse linear systems2548

QA 351 .B 34 Special functions : a graduate text2549

QA 351 .B 34 Special functions : a graduate text2550

QA 431 .G 58513 Difference schemes : an introduction to the underlying theory2551

QA 251 . 3 .H 83 Commutative rings with zero divisors2552

QA 276 . 8 .L 43 1998 Theory of point estimation2553

QA 276 . 8 .L 43 1998 Theory of point estimation2554

QA 276 . 8 .L 43 1998 Theory of point estimation2555

QA 276 . 8 .L 43 1998 Theory of point estimation2556

QA 297 .E 568 2013 An introduction to numerical methods and analysis2557

QA 297 .E 568 2013 An introduction to numerical methods and analysis2558

QA 278 .R 45 2002 Methods of multivariate analysis2559

QA 278 .R 45 2002 Methods of multivariate analysis2560

QA 377 .A 667 Applied and numerical partial differential equations: scientific computing in simulation, optimization and control in a multidisciplinary context2561

QA 377 .A 667 Applied and numerical partial differential equations: scientific computing in simulation, optimization and control in a multidisciplinary context2562

QA 297 .C 665 A graduate Introduction to numerical methods: from the viewpoint of backward error analysis2563

QA 297 .C 665 A graduate Introduction to numerical methods: from the viewpoint of backward error analysis2564

QA 76 . 9 .A 43 J 693 Algorithmic cryptanalysis2565

QA 377 . 3 .G 45 Iterative splitting methods for differential equations2566

QA 612 .G 5 2010 Graphs, surfaces and homology2567

QA 333 .S 38 2007 An introduction to Riemann surfaces, algebraic curves, and moduli spaces2568

QA 320 .A 85 2005 Theoretical numerical analysis: a functional analysis framework2569

QA 320 .A 85 2005 Theoretical numerical analysis: a functional analysis framework2570

QA 402 . 5 .F 67 Optimization: theory and practice2571

T 57 .B 36 Optimization for industrial problems2572

QA 295 .S 78 The Cauchy-Schwarz master class: an introduction to the art of mathematical inequalities2573

QA 76 . 95 .A 2135 2005 Maple by example2574

QA 297 .H 5886 Sparse grid quadrature in high dimensions with applications in finance and insurance2575

QA 3 .Q 38 Italian algebraic geometry between the two world wars2576

QA 612 .M 379 Using the Borsuk-Ulam theorem: lectures on topological methods in combinatorics and geometry2577

QA 39 . 3 .L 68 Discrete mathematics: elementary and beyond2578

QA 278 .B 55 1999 Theory of multivariate statistics2579

QA 164 .C 663 2013 Combinatorics: ancient and modern2580

QA 402 . 5 .C 543 Large sparse numerical optimization2581

QA 685 .G 65 Complex hyperbolic geometry2582

QA 402 . 5 .W 665 Large-scale nonlinear optimization2583

QA 247 .W 49 Cohomology of vector bundles and syzygies2584

QA 612 . 3 .E 86 Lectures on vanishing theorems2585

QA 564 .H 25 Algebraic geometry2586

QA 564 .H 25 Algebraic geometry2587

QA 166 .C 4525 1996 Graphs & digraphs2588

QA 372 .H 34 A first course in ordinary differential equations: analytical and numerical methods2589

QA 184 .S 78 2009 Introduction to linear algebra2590

QA 184 .S 78 2009 Introduction to linear algebra2591

QA 564 .K 447 Algebraic varieties2592

QA 565 .S 458 Elements of the theory of algebraic curves2593

QA 402 . 5 .D 578 2008 Introduction to applied optimization2594

QA 402 . 5 .Y 21 Introduction to mathematical optimization: from linear programming to metaheuristics2595

QA 402 . 5 .Y 21 Introduction to mathematical optimization: from linear programming to metaheuristics2596

QA 402 . 5 .D 45 Interior-point methods for semidefinite programming2597

QA 564 .S 4513 2013 Basic Algebraic Geometry 2: Schemes and Complex Manifolds2598

QA 564 .S 4513 2013 Basic Algebraic Geometry 2: Schemes and Complex Manifolds2599

QA 564 .S 53 2013 Basic Algebraic Geometry 1: Varieties in Projective Space2600

QA 564 .S 53 2013 Basic Algebraic Geometry 1: Varieties in Projective Space2601

QA 379 .G 39 Polyharmonic boundary value problems: positivity preserving and nonlinear higher order elliptic equations in bounded domains2602

QA 267 . 7 .P 37 Complexity in numerical optimization2603

QA 645 .G 6 1998 Curvature and homology2604

QA 166 .G 76 Topological graph theory2605

QA 169 .R 667 2009 An introduction to homological algebra2606

QA 169 .R 667 2009 An introduction to homological algebra2607

QA 649 .H 36 Handbook of pseudo-Riemannian geometry and supersymmetry2608

QA 649 .H 36 Handbook of pseudo-Riemannian geometry and supersymmetry2609

QA 273 . 6 .K 68 2000 Continuous multivariate distributions2610

QA 377 .S 655 Splitting methods for partial differential equations with rough solutions: analysis and MATLAB programs2611

TA 347 .B 69 R 59 The fast solution of boundary integral equations2612

QA 241 .B 83 2007 Elementary number theory2613

QA 154 . 3 .A 34 Lectures on algebra2614

QA 649 .C 4825 Pseudo-riemannian geometry, [delta]-invariants and applications2615

QA 402 . 5 .G 619 Global optimization: from theory to implementation2616

QA 279 .M 685 Linear models: a mean model approach2617

QA 402 . 2 .M 38 Domain decomposition methods for the numerical solution of partial differential equations2618

QA 371 .C 687 Differential and integral equations2619

QA 613 .L 44 2013 Introduction to smooth manifolds2620

QA 612 .B 6513 Intuitive combinatorial topology2621

QA 614 . 3 .G 34 2009 Analysis and algebra on differentiable manifolds: a workbook for students and teachers2622

QA 431 .R 35 Integral equations and their applications2623

QA 185 .D 37 A 44 Numerical linear algebra2624

QA 185 .D 37 A 44 Numerical linear algebra2625

QA 612 .H 46 A combinatorial introduction to topology2626

QA 612 .H 46 A combinatorial introduction to topology2627

QA 212 .F 55 The fundamental theorem of algebra2628

QA 404 . 5 .O 735 Orthogonal polynomials and special functions: computation and applications2629

QA 571 .B 3213 Algebraic surfaces2630

QA 251 . 3 .G 763 Grobner bases, coding, and cryptography2631

QA 251 . 3 .G 763 Grobner bases, coding, and cryptography2632

QA 251 . 3 .S 57 Six lectures on commutative algebra2633

QA 166 .L 5 Graph energy2634

QA 76 . 9 .M 35 S 56 2009 A computational introduction to number theory and algebra2635

QC 23 .S 86 Mathematics for physics I : a set of lecture notes2636

QA 251 . 3 .S 72 1996 Combinatorics and commutative algebra2637

QA 251 . 3 .S 72 1996 Combinatorics and commutative algebra2638

Page 30: ﻒﻳدر ناﻮﻨﻋ - K. N. Toosi University of Technology7 Schaum's outline of theory and problems of tensor calculus QA 433 .K 39 8 Schaum's outline of theory and problems of

رديفعنوانشماره بازيابي QA 297 .K 563 Numerical analysis: mathematics of scientific computing2639

QA 297 .K 563 Numerical analysis: mathematics of scientific computing2640

QA 377 .F 87 2011 Discrete variational derivative method: a structure-preserving numerical method for partial differential equations2641

QA 329 . 9 .B 47 2007 Iterative approximation of fixed points2642

QA 166 .H 455 2004 Graphs and homomorphisms2643

QA 166 . 6 .T 44 Theory of matroids2644

QA 171 . 5 .B 74 Lattice basis reduction: an introduction to the LLL algorithm and its applications2645

QA 471 .C 337 Projective geometry: an introduction2646

QA 273 .B 575 1995 Probability and measure2647

QA 188 .H 66 2012 Matrix analysis2648

QA 188 .H 66 2012 Matrix analysis2649

QA 276 .R 425 2008 Linear models in statistics2650

QA 276 .R 425 2008 Linear models in statistics2651

QA 276 .R 425 2008 Linear models in statistics2652

QA 276 .R 425 2008 Linear models in statistics2653

QA 279 .C 48 2002 Plane answers to complex questions: the theory of linear models2654

QA 184 .T 74 Numerical linear algebra2655

QA 184 .T 74 Numerical linear algebra2656

QA 166 .L 675 Large networks and graph limits2657

QA 268 .T 74 Algebraic geometry codes basic notions2658

QA 331 . 7 .D 45 Complex analytic and differential geometry2659

TA 331 .W 45 global optimization algorithms: theory and appilcation2660

QA 273 . 67 .R 37 Rare event simulation using Monte Carlo methods2661

QA 312 .R 36 An introduction to measure and integration2662

QA 276 .M 38 1989 Generalized linear models2663

QA 11 . 2 .P 745 The Princeton companion to mathematics2664

QA 402 . 2 .G 45 Decomposition methods for differential equations : theory and applications2665

QA 166 .D 51413 2010 Graph theory2666

QA 297 .Q 83 Numerical mathematics2667

QA 166 .H 36 2014 Handbook of graph theory2668

QA 166 .H 36 2014 Handbook of graph theory2669

TA 168 .G 38 Coupled Systems: theory, models, and applications in engineering2670

TA 645 .H 63 Finite element methods with B-splines2671

QA 297 . 8 .K 45 Iterative methods for linear and nonlinear equations2672

QA 372 .S 9 Numerical solution of ordinary differential equations2673

QA 297 .M 34 Lectures in basic computational numerical analysis2674

QA 320 .S 49 Applied functional analysis: numerical methods, wavelet methods, and image processing2675

QA 320 .S 49 Applied functional analysis: numerical methods, wavelet methods, and image processing2676

QA 612 .M 85 1966 Elementary differential topology2677

QA 297 .D 335 Numerical methods in scientific computing2678

QA 297 .D 335 Numerical methods in scientific computing2679

QA 372 .G 74 Numerical solution of ordinary differential equations: for classical, relativistic and nano systems2680

QA 372 .G 74 Numerical solution of ordinary differential equations: for classical, relativistic and nano systems2681

QA 433 .S 28 2005 Div, grad, curl, and all that :an informal text on vector calculus2682

QA 649 .B 4583 A panoramic view of Riemannian geometry2683

QA 241 .O 88 A 3 Additive zehlentheorie, Zweiter teip speziell zahlenmengen2684

QA 401 .W 9 Advanced engineering mathematics2685

QA 76 . 3 .D 684 2001 MCSE Windows 2000 server study guide : exam 70-2152686

QA 322 . 2 .D 53 1984 Sequences and series in Banach spaces2687

QA 322 . 4 .H 34 1982 A hilbert space problem book2688

QA 611 .K 4 1975 General topology2689

QA 329 . 2 .D 85 Linear operators2690

T 57 . 74 .B 465 Introduction to linear optimization2691

QA 166 . 17 .F 75 Introduction to random graphs2692

QA 958 .D 37 Algorithms2693

QA 274 . 2 .P 55 Combinatorial stochastic processes : Ecole d'ete de probabilits de Saint-Flour XXXII - 20022694

QA 166 . 17 .D 87 Random graph dynamics2695

QA 166 . 17 .J 36 Random graphs2696

QA 267 . 5 .S 4 A 55 Automatic sequences : theory, applications, generalizations2697

QA 274 .M 574 2017 Probability and computing2698

QA 267 . 7 .P 36 Computational complexity2699

QA 267 . 3 .S 53 A second course in formal languages and automata theory2700

QA 166 . 17 .K 65 Random graphs2701

QA 611 . 25 .J 36 Introduction to uniform spaces2702

QA 320 .D 4 Nonlinear functional analysis2703

QA 273 .D 865 1996 Probability: theory and examples2704

QA 612 . 18 .M 65 Graph colouring and the probabilistic method2705

QA 164 .T 83 2004 Applied combinatorics2706

QA 329 . 9 .S 5313 Fixed points2707

QA 329 . 9 .A 36 Fixed point theory for Lipschitzian-type mappings with applications2708

QA 76 . 6 .C 662 2009 Introduction to algorithms2709

QA 241 .B 83 2007 Elementary number theory2710

QA 155 .V 55 Monomial algebras2711

QA 279 .M 66 2009 Design and analysis of experiments2712

QA 402 . 5 .P 37 Combinatorial optimization: algorithms and complexity2713

QA 164 . 8 .B 46 Proofs that really count: the art of combinatorial proof2714

QA 164 .S 27 Combinatorics and graph theory2715