page_6599737

DVD Name :- DVD-10 1

Index Book name Author Year

1. ELEMENTARY MATHEMATICAL and COMPUTATIONAL TOOLS for ELECTRICAL and COMPUTER ENGINEERS USING MATLAB

Jamal T. Manassah 2001

2. Vector Math for 3D Computer Graphics -------- 2000

3. Applied Cryptography, Second Edition: Protocols, Algorthms, and Source Code in C (cloth)

Bruce Schneier 1996

4. Cryptography: Theory and Practice Douglas Stinson 1995

5. Guide to Elliptic Curve Cryptography Darrel Hankerson Alfred Menezes Scott Vanstone

2004

6. Handbook of Applied Cryptography A. Menezes, P. VanOorschot, S. Vanstone 1997

7. Modern Cryptography: Theory and Practice Wenbo Mao 2003

8. Discrete Math in Computer Science Ken Bogart,Cliff Stein 2002

9. an introduction to genetic algorithms for scientists and engineers

David A Coley ------

10. Representations for Genetic and Evolutionary Algorithms

Franz Rothlauf 2006

11. Dynamical systems and fractals Computer graphics experiments in Pascal

Karl-Heinz Becker Michael Diirfler 1989

12. Basic Category Theory for Computer Scientists Benjamin C. Pierce 1991

13. A Concise Introduction To Logic 7th ed Hurley -------

14. FUZZY LOGIC A PRACTICAL APPROACH F. Martin McNeill Ellen Thro 1994

15. handbook of Philosophical Logic 2nd edition volume 9

Dov M.Gabbay , F.Guenthner 2002

16. Handbook of the Logic of Argument & Inference Dov M.Gabbay,Ralph H.Johnson 2001

17. Introduction to Linear Logic Torben Brauner 1996

18. LANGUAGE, PROOF AND LOGIC JON BARWISE & JOHN ETCHEMENDY 1999

19. LOGIC FOR EVERYONE Robert A. Herrmann 2006

20. Relevant and Substructural Logics GREG RESTALL 2001

21. Schaum's Outline of Logic John Nolt,Dennis Rohatyn,Achille Varzi --------

22. LECTURES IN LOGIC AND SET THEORY Volume 1 Mathematical Logic

GEORGE TOURLAKIS 2003

23. LECTURES IN LOGIC AND SET THEORY -Volume 2 Set Theory


24. logic,computation and set theory Thomas Forster 2002



26. Statistics and Probability for Engineering Applications With Microsoft Excel

W.J. DeCoursey 2003

27. ADVANCED MATHEMATICAL METHODS FOR SCIENTISTS AND ENGINEERS

Carl M. Bender ,Steven A. Orszag 1978

28. DICTIONARY OF applied math for engineers and scientists

Emma Previato 2003



30. Engineering Mathematics fourth edition John Bird 2001

31. ESSENTIALI MA HEMATICAL SKILLS for engineering, science and applied mathematics

Steven lan Barry ,Stephen Alan Davis 2002

32. Introduction to Methods of Applied Mathematics or Advanced Mathematical Methods for Scientists and Engineers

Sean Mauch 2002


33. MATHEMATICAL METHODS in PHYSICS and ENGINEERING with MATHEMAICA

Ferdinand E Cap 2003

34. Mathematical and Physical Data, Equations, and Rules of Thumb

Stan Gibilisco 2001

35. Mathematical methods of classical Mechanics V.I.Arnold 1989

36. MATHEMATICS of QUANTUM COMPUTATION Goong Chen Ranee K. Brylinski 2002

37. METHODS OF MODERN MATHEMATICAL -PHYSICS III- SCATTERING THEORY

MICHAEL REED ,BARRY SIMON 1979

38. A Computational Introduction to Number Theory and Algebra (Version 1)

Victor Shoup 2005

39. A Course in Computational Algebraic Number Theory

Henri Cohen 1993

40. A Course in Homological Algebra k J. Hilton U. Stamrnbach 1971

41. A Course in Universal Algebra Stanley Burris,H. P. Sankappanavar 1978

42. A First Course in Linear Algebra Robert A. Beezer 2006

43. A First Course in Noncommutative Rings T.Y. Lam 1991

44. A Primer of Algebraic D-modules S. C. Coutinho 1995

45. Abels Theorem in Problems and Solutions Based on the lectures of Professor V.I. Arnold

V.B. Alekseev 2004

46. Abstract Algebra: The Basic Graduate Year Robert B. Ash 2000

47. Advanced Modern Algebra Joseph J. Rotman 2003

48. Basic Concepts of Algebra ------ 2006

49. Abstract Algebra The Basic Graduate Year Robert B. Ash 2000

50. ALGEBRA DEMYSTIFIED RHONDA HUETTENMUELLER 2003

51. Algebra I basic notions of Algebra A.I.Kostrikin, I.R.Shafarevich 1987

52. ALGEBRA SUCCESS IN 20 MINUTES A DAY ---- 2005

53. Algebraic D-Modules A. Borel et al. -----

54. Algebraic groups and discontinuous subgroups Armand Borel,George D.Mostow 1966

55. Algebraic Surfaces and Holomorphic Vector Bundles

Robert Friedman -----

56. Algorithmic Algebra Bhubaneswar Mishra 1993

57. Algorithms for Computer Algebra K.O. Geddes,S.R. C zapor,G. Labahn 1992

58. AN ELEMENTARY APPROACH TO HOMOLOGICAL ALGEBRA

L. R. VERMANI 2003

59. An Introduction To Linear Algebra Kenneth Kuttler 2003

60. Applications of Abstract Algebra with MAPLE Richard E. Klima Neil Sigmon Ernest Stitzinger 1999

61. APPLIED LINEAR ALGEBRA AND MATRIX ANALYSIS

Thomas S. Shores 2000

62. Applied numerical Algebra James Demmel 1996

63. BIALGEBRAIC STRUCTURES AND SMARANDACHE BIALGEBRAIC STRUCTURES

W.B.VASANTHA KANDASAMY 2003

64. A Calculus Approach to Matrix Eigenvalue Algorithms

Knut Huper 2002

65. commutative Algebra second edition HIDEYUKI MATSUMURA 1980

66. Commutative ring theory HIDEYUKI MATSUMURA -------

67. COMPACT NUMERICAL METHODS FOR COMPUTERS linear algebra and function minimisation Second Edition

J C NASH 1990

68. Computational Commutative Algebra 1 Martin Kreuzer and Lorenzo Robbiano 2000

69. Computer Algebra and Differential Equations E. Tournier 1994

70. Determinants and Their Applications in Mathematical Physics

Robert Vein Paul Dale 1999


71. differential Galois theory Marius van der Put,Michael F.Singer 2001

72. ELEMENTARY LINEAR ALGEBRA K. R. MATTHEWS 1991

73. Elements of Abstract and Linear Algebra E. H. Connell 1999

74. FIELDS AND GALOIS THEORY J.S. MILNE 1998

75. fundamental problems in algorithmic Algebra Chee Keng Yap 1993

76. GALOIS THEORY EMIL ARTIN 1971

77. group characters,symmetric functions and the Hecke Algebras

David M.Goldschmidt 1993

78. HANDBOOK OF ALGEBRA Volume 1 M. HAZEWINKEL 1996

79. HANDBOOK OF ALGEBRA Volume 2 M. HAZEWINKEL 2000

80. Hankel and Toeplitz Matrices and Forms Algebraic Theory

I.S. Iohvidov 1982

81. Homotopical Algebra Daniel G. Quillen 1967

82. Intro Abstract Algebra Paul Garrett, 1998

83. Introduction to Commutative Algebra M. F. ATIYAH, FRS I. G. MACDONALD 1969

84. Invitation to higher local fields Conference in Munster, 1999

85. Lectures on Matrices J. H. M. Wedderburn 1934

86. Linear Algebra Jim Hefferon 2000

87. Linear Algebra W. H. Greub 1967

88. Linear Algebra and its application David C.Lay -------

89. Linear Algebra and its application Gilbert Strang 1988

90. LINEAR ALGEBRA AND MULTIDIMENSIONAL GEOMETRY

SHARIPOV R. A. 2004

91. LINEAR ALGEBRA AND SMARANDACHE LINEAR ALGEBRA

w. b. vasantha kandasamy 2003

92. Linear Algebra Done Right, Second Edition Sheldon Axler 1997

93. LINEAR ALGEBRA Gateway to Mathematics Robert Messer 1994

94. linear Algebra with applications W .KEITH NICHOLSON 1995

95. linear Algebra second edition KENNETH HOFFMAN,RAY KUNZE 1971

96. Linear Algebraic Groups Second Enlarged Edition Armand Borel 1991

97. logic and boolean Algebra Kathleen Levitz,Hilbert Levitz 1979

98. MATRICES OVER COMMUTATIVE RINGS William C. Brown 1993

99. Matrices: Theory and Applications Denis Serre 2002

100. matrix analysis and applied Algebra Carl D.Meyer 2000

101. Matrix Theory T. Banks 1997

102. Methods of Homological Algebra Sergei I. Gelfand Yuri I. Manin 1988

103. modern Algebra with applications second edition WILLIAM J.GILBERT,W.KEITH NICHOLSON 2004

104. Modern Computer Algebra JOACHIM VON ZUR GATHEN and JORGEN GERHARD

1999

105. Operator Algebras and Quantum Statistical Mechanics 1

Ola Bratteli Derek W. Robinson 2002

106. Operator Algebras and Quantum Statistical Mechanics 2

Ola Bratteli Derek W.Ola Brattell Derek W. Robinson Robinson

2002

107. Polynomials and Polynomial Inequalities ------- -------

108. Quadratic Forms and Their Applications Eva Bayer-Fluckiger David Lewis Andrew Ranicki

2000

109. Rings of Quotients An Introduction to Methods of Ring Theory

Bo StenstrOm 1975

110. SCHAUM'S OUTLINE OF THEORY AND PROBLEMS OF LINEAR ALGEBRA Second Edition

SEYMOUR LIPSCHUTZ 1991

111. Schemes D. Eisenbud, J. Harris ------

112. SMARANDACHE FUZZY ALGEBRA w. b. vasantha kandasamy 2003

113. SMARANDACHE LOOPS W. B. VASANTHA KANDASAMY 2002

114. smarandache near-rings w. b. vasantha kandasamy 2002


115. smarandache rings w. b. vasantha kandasamy 2002

116. smarandache semirings, semifields, and semivector spaces

w. b. vasantha kandasamy 2002

117. Structure and Representations of Jordan Algebras Nathan Jacobson 1968

118. The Algebraic Theory: of Spinors and Clifford Algebras Collected Works, Volume 2

Claude Chevalley 1997

119. THE THEORY OF ALGEBRAIC NUMBERS SECOND EDITION

HARRY POLLARD and HAROLD G. DIAMOND

1976

120. Toposes, Triples and Theories Michael Barr Charles Wells 2000

121. A Treatise on Quantum Clifford Algebras Habilitationsschrift Dr. Bertfried Fauser 2002

122. Vector Math for 3D Computer Graphics -------- 2000

123. Workbook in Higher Algebra David Surowski -------

124. ABELIAN VARIETIES David Mumford -------

125. Algebraic Curves and Riemann Surfaces Rick Miranda 1995

126. ALGEBRAIC GEOMETRY Daniel Bump 1998

127. ALGEBRAIC GEOMETRY J.S. MILNE 1998

128. Algebraic Geometry Robin Hartshorne 1977

129. Algebraic Geometry 1 from Algebraic Varieties to Schemes

Kenji Ueno 1999

130. Algebraic Geometry I Algebraic Curves Algebraic Manifolds and Schemes

I. R. Shafarevich -------

131. Combinatorial Convexity and Algebraic Geometry Gfinter Ewald 1996

132. Commutative Algebra with a View Toward Algebraic Geometry

David Eisenbud 1960

133. Computational Algebraic Geometry Fr6d6ric Eyssette Andr6 Galligo 1993

134. Current Trends in Arithmetical Algebraic Geometry Kenneth A. Ribet 1987

135. GEOMETRIC ALGEBRA E. ARTM ------

136. Geometric Algebra and its Application to Mathematical Physics

Chris J.L.Doran 1994

137. Geometry of Algebraic Curves Volume I E. Arbarello M. Cornalba P. A. Griffiths J. Harris

1985

138. Introduction to Algebraic Geometry Dolgachev -------

139. Mirror Symmetry and Algebraic Geometry David A. Cox Sheldon Katz 1999

140. Moduli of Curves Joe Harris Ian Morrison 1998

141. Positivity in Algebraic Geometry (Preliminary Draft)

Robert Lazarsfeld 2001

142. Real Algebraic Geometry Jacek Bochnak Michel Coste Marie-Fran5oise Roy

1998

143. Zeta Functions, Introduction to Algebraic Geometry

- Thomas --------

144. a course of higher Mathematics volume 1 V. I. SMIRNOV 1964

145. a course of higher Mathematics volume 2 V. I. SMIRNOV 1964

146. A COURSE OF MODERN ANALYSIS E. T. WHITTAKER and G. N. WATSON 1996

147. quick introduction to tensor analysis R.A.Sharipov 2004

148. A COURSE OF PURE MATHEMATICS G. H. HARDY, M.A., F.R.S. 1921

149. Algebraic Numbers and Fourier Analysis RAPHAEL SALEM 1961

150. An Introduction to Complex Analysis for Engineers Michael D. Alder 1997

151. An Introduction To Functional Analysis Vitali Milman 1999

152. an introduction to numerical analysis for electrical and computer engineers

Christopher J.Zarowski 2004

153. Analysis Dr J.M.E. Hyland 1996

154. Analysis and Simulation of Chaotic Systems, Second Edition

Frank C. Hoppensteadt 2000

155. APPLIED AND COMPUTATIONAL COMPLEX ANALYSIS volume 1

PETER HENRICI 1974

156. APPLIED AND COMPUTATIONAL COMPLEX PETER HENRICI 1977


ANALYSIS volume 2

157. Applied Nonlinear Analysis Adelia Sequeira ,Hugo Beirao da Veiga ,Juha Hans Videman

2002

158. Automorphic Forms on GL(2) Herve Jacquet and Robert P. Langlands Formerly

1970

159. Automorphic Forms, Representations and L-Functions Part 1

A. Borel, W. Casselman 1977

160. Automorphic Forms, Representations, and L-functions

A. Borel, W. Casselman 1977

161. Basic Analysis Kenneth Kuttler 2001

162. Basic Elements of Real Analysis Murray H. Protter 1998

163. Basic Concepts of Mathematics Elias Zakon 2001

164. complex analysis an introduction to the theory of analysis functions of one complex variable

Lars V.Ahlfors 1979

165. Complex Analysis George Cain 1999

166. Complex Analysis 2002-2003 K. Houston 2003

167. complex analysis an introduction to the theory of analysis functions of one complex variable

Lars V. Ahlfors 1966

168. computer analysis of number sequences Henry Ibstedt 1998

169. CONVEX ANALYSIS AND NONLINEAR OPTIMIZATION Theory and Examples

JONATHAN M. BORWEIN,ADRIAN S. LEWIS 1999

170. Differential Inequalities J. Szarski ------

171. ELEMENTARY NUMERICAL ANALYSIS An Algorithmic Approach

S. D. Conte,Carl de Boor 1980

172. FINITE ELEMENT ANALYSIS Theory and Application with ANSYS

Saeed Moaveni 1999

173. Foundations of Algebra and Analysis - C. Dodge 1970

174. foundation of modern analysis Avner Friedman 1982

175. Foundations of Real and Abstract Analysis Douglas S. Bridges 1998

176. Fourier analysis on groups WALTER RUDIN 1962

177. Fourier Theory B..M..N.. Cllarrke ------

178. Functional analysis Kosaku Yosida 1980

179. Functional analysis Walter Rudin 1973

180. Functional Analysis and Semi-Groups Einar Hille Ralph S. Phillips 1957

181. functional analysis sixth edition Kosaku Yosida 1980

182. FUNCTIONAL EQUATIONS IN A SINGLE VARIABLE

MAREK KUCZMA 1968

183. FUNCTIONAL OPERATORS Volume I: Measures and Integrals

JOHN VON NEUMANN 1960

184. Functions of One Complex Variable Second Edition

John B. Conway 1978

185. Fundamental Numerical Methods and Data Analysis

George W. Collins, II 2003

186. harmonic analysis and partial differential equations B.Jorn E.J.Dahlberg,Carlos E.Kenig 1996

187. an introduction to harmonic analysis on semisimple lie groups

V.S. VARADARAJAN 1989

188. harmonic analysis real-variable methods,orthogonality and oscillatory integrals

Elias M.Stein 1993

189. Homeomorphisms in Analysis Casper G off man Togo Nishiura Daniel Waterman

1991

190. Integral equations practical treatment, from spectral theory to applications

DAVID PORTER ,DAVID S. G. STIRLING 1990

191. integral equations HARRY HOCHSTADT 1973

192. introduction to complex analysis Rolf Nevanlinna,V.Paatero 1969

193. INTRODUCTION TO COMPLEX ANALYSIS W W L CHEN 2003

194. introduction to numerical analysis second edition J.Stoer,R.Bulirsch 1993

195. An Introduction to p-adic Numbers and p-adic Analysis

A. J. Baker 2002


196. INTRODUCTION TO THE THEORY OF FOURIER'S SERIES AND INTEGRALS

H , ' S:" CARSLAW 1921

197. introductory real analysis A.N.Kolmogorov,S.V.Fomin --------

198. Manifolds, Tensor Analysis, and Applications Third Edition

Jerrold E. Marsden,Tudor Ratiu,Ralph Abraham

2002

199. MATHEMATICAL ANALYSIS TOM M. APOSTOL 1973

200. Mathematical Analysis Volume I Elias Zakon 2004

201. Mathematical Methods of Engineering Analysis Erhan C inlar Robert J. Vanderbei 2000

202. Mathematics of the Discrete Fourier Transform (DFT)

Julius O. Smith 2002

203. Means of Hilbert Space Operators Fumio Hiai Hideki Kosaki 2003

204. MEASURE AND INTEGRAL An Introduction to Real Analysis

Richard L. 'Wheeden ,Antoni Zygmund 1977

205. Mixed Motives Marc Levine 1998

206. Monotone Operators in Banach Space and Nonlinear Partial Differential Equations

R. E. Showalter 1997

207. Nonlinear System Theory The Volterra/Wiener Approach

Wilson J. Rugh 2002

208. Notions of Convexity Lars H6rmander 1994

209. p- adic Numbers, p-adic Analysis, and Zeta- Functions

Neal Koblitz 1984

210. Partial Differential Equations and Fourier Analysis A short Introduction

Ka Kit Tung -----

211. principles and applications of tensor analysis Matthew S.Smith 1963

212. Principles of Mathematical Analysis THIRD EDITION

WALTER RUDIN 1976

213. real and complex analysis WALTER RUDIN 1970

214. real and complex analysis third edition WALTER RUDIN 1987

215. real Mathematical analysis Charles Chapman Pugh 2002

216. summation of series L.B.W.JOLLEY,M.A.(CANTAB.),M.I.E.E 1961

217. The elements of real analysis Robert G.Bartle 1967

218. the theory of the riemann zeta-function E.C.TITCHMARSH 1986

219. theory and problems of fourier analysis with applications to boundary value problems

Murray R.Spiegel 1974

220. Theory of functions of a real variable. Shlomo Sternberg 2005

221. vector and tensor analysis with applications A.I.BORISENKO,I.E.TARAPOV 1968

222. A first course on wavelets Eugenio Hernftndez 1996

223. Applied Mathematics Peter J. Olver ,Chehrzad ShaMban 2003

224. Chaos Theory Tamed Garnett P. Williams 1997

225. Classification of Nuclear C*-Algebras. Entropy in Operator Algebras

M. Rordam E. Stormer 2002

226. Explaining Chaos Peter Smith 1998

227. Fundamentals of Wavelets Theory, Algorithms, and Applications

JAIDEVA C. GOSWAMI ANDREW K. CHAN -----

228. information theory Robert B.Ash 1965

229. Introduction to the Mathematical and Statistical Foundations of Econometrics

Herman J. Bierens -----

230. introduction to finite Mathematics third edition John G.Kemeny,J.Laurie Snell,Gerald L.Thompson

1974

231. Inverse Problem Theory and Methods for Model Parameter Estimation

Albert Tarantola 2005

232. Linear Programming: Foundations and Extensions Robert J. Vanderbei 2001


234. Probabilistic Inference Using Markov Chain Monte Carlo Methods

Radford M. Neal 1993

235. RENORMALIZATION GROUP Giuseppe Benfatto and Giovanni Gallavotti

G.Benfatto,G.Gallavotti 1993


236. THE MATHEMATICAL THEORY OF COSMIC STRINGS COSMIC STRINGS IN THE WIRE APPROXIMATION

Malcolm R Anderson 2003

237. theory and problems of finite Mathematics Seymour Lipschutz 1966

238. a treatise on the differential calculus with numerous examples

I.Tokhunter,M.A,F.R.S 1885

239. Advanced Calculus A Differential Forms Approach

Hahold R . Edwands 1994

240. ADVANCED CALCULUS DAVID V.WIDDER 1947

241. ADVANCED CALCULUS REVISED EDITION LYNN H. LOOMIS and SHLOMO STERNBERG

1990

242. Theory and Problems of ADVANCED CALCULUS Second Edition

ROBERT WREDE,MURRAY R. SPIEGEL, 2002

243. advanced calculus third edition ANGUS E.TAYLOR,W.ROBERT MANN 1983

244. Advanced Calculus and Analysis MA1002 Ian Craw 2000

245. Advanced Calculus fifth edition Wilfred Kaplan -------

246. advanced calculus of real-valued functions of a real variable and vector-valued functions of a vector variable

Hans Sagan -------

247. Advanced Calculus with Applications in Statistics Second Edition

Andre I. Khuri 2003

248. AN INTRODUCTION TO THE FRACTIONAL CALCULUS AND FRACTIONAL DIFFERENTIAL EQUATIONS

KENNETH S. MILLER,BERTRAM ROSS 1993

249. calculus 5th edition James Stewart ------

250. calculus bible ------- ------

251. calculus concepts and contexts 2nd edition James Stewart ------

252. calculus demystified Steven G.Krantz 2003

253. calculus for the clueless calc1 Bob Millers -----

254. calculus for the clueless calc2 Bob Millers -----

255. CALCULUS FOR THE UTTERLY CONFUSED Robert M. Oman, Daniel M. Oman 1999

256. CALCULUS OF FINITE DIFFERENCES Charles Jordan 1950

257. Calculus of Variations and Optimal Control Amol Sasane 2004

258. CALCULUS OF VARIATIONS MA 4311 LECTURE NOTES

I. B. Russak 2002

259. calculus of variations with applications to Physics and Engineering

Robert Weinstock 1974

260. calculus on manifolds Michael Spivak 1965

261. calculus with complex numbers John B.Reade 2003

262. Calculus Workbook For Dummies Mark Ryan 2005

263. Calculus, Applications and Theory Kenneth Kuttler 2003

264. derivatvives and integrals basic differentiation rules

------- --------

265. dictionary of ANALYSIS, CALCULUS, DIFFERENTIAL EQUATIONS

Douglas N. Clark 2000

266. DIFFERENTIAL FORMS A Complement to Vector Calculus

Steven H. Weintraub 1997

267. elementary calculus an infinitesimal approach second edition

H.Jerome Keisler 2000

268. elementary textbook on the calculus Virgil Snyder and John Irwin Hutchinson 1912

269. Foundations of Differential Calculus Euler 2000

270. Foundations of Infinitesimal Calculus second edition

K. D. Stroyan 1997

271. from calculus to chaos D.Acheson 1998

272. functional calculus of pseudo-differential boundary problems

Gerd Grubb 1986

273. A Geometric Approach to Differential Forms David Bachman 2003


274. HANDBOOK OF INTEGRAL EQUATIONS Andrei D. Polyanin and Alexander V. Manzhirov

1998

275. How to Solve Word Problems in Calculus A Solved Problem Approach

Eugene Don,Benay Don, 2001

276. introduction to the calculus of variations Bernard Dacorogna 2004

277. introduction to the calculus of variations William Elwood Byerly 1917

278. Master Math: Pre-Calculus and Geometry Debra Ross 1996

279. Mathematical Background: Foundations of Innitesimal Calculus

K. D. Stroyan 1997

280. Mathematical Background: Foundations of Infinitesimal Calculus

K. D. Stroyan 1997

281. Mlul ti Variable Calculus and Linear Algebra, with Applications to DifFerential Equations and Probability

Tom M. Apostol 1969

282. 2C2 Multivariate Calculus Michael D. Alder 2002

283. On the Shoulders of Giants A Course in Single Variable Calculus

Smith & Mcleland -----

284. One-Variable Calculus, with an Introduction to Linear Algebra SECOND EDITION

Tom M. Apostol 1967

285. Quantum Calculus Victor Kac Pokman Cheung 2002

286. Rings of Differential Operators J.-E. BJORK 1979

287. Ryerson Calculus & Advanced Functions McGraw-Hill -------

288. Selected chapters in the calculus of variations J.Moser 1988

289. THE FRACTIONAL CALCULUS Theory and Applications of Differentiation and Integration to Arbitrary Order

KEITH B. OLDHAM,JEROME SPANIER 1974

290. Theory and Problems of ADVANCED CALCULUS Second Edition

ROBERT WREDE,MURRAY R. SPIEGEL, 2002

291. Schaum's Outline of Theory and Problems of Beginning Calculus

Elliott Mendelson, 1997

292. THEORY AND PROBLEMS OF DIFFERENTIAL AND INTEGRAL CALCULUS Third Edition

FRANK AYRES, JR,ELLIOTT MENDELSON, 1990

293. Vector Calculus (Maths 214) Theodore Voronov 2003

294. CRC Concise Encyclopedia of Mathematics Eric W, Weisstein 1999

295. Differential Algebra Joseph Fels Ritt 1948

296. Differential Algebra and Algebraic Groups E. R. Kolchin 1973

297. Differential Algebra and Diophantine Geometry Alexandra Buium 1957

298. Differential Algebraic Groups E. R. Kolchin 1985

299. Differential Algebraic Groups of Finite Dimension Alexandru Buium 1992

300. Differential Function Fields and Moduli of Algebraic Varieties

Alexandru Buium 1986

301. AN INTRODUCTION TO DIFFERENTIAL GEOMETRY WITH USE OF THE TENSOR CALCULUS

LUTHER PFAHLER E ISENHART 1940

302. Classical differential geometry of curves and surfaces

Varliron G. 1986

303. Complex Analytic and Differential Geometry Jean-Pierre Demailly 1997

304. complex analytic and differential Geometry Jean-Pierre Demailly 1997

305. COURSE OF DIFFERENTIAL GEOMETRY The Textbook

SHARIPOV R. A. 2004

306. Differential and Physical Geometry Jeffrey M. Lee ------

307. Differential Geometry in Physics G. Lugo 1998

308. FOUNDATIONS OF DIFFERENTIAL GEOMETRY Peter W Michor 1997

309. Foundations of Differential Geometry vol 1 Kobayashi, Nomizu 1963

310. Introduction to Differential Geometry & General Relativity

Stefan Waner 2002

311. Lectures on Differential Geometry - S. Chen, W. Chen, K. Lam 2000


312. Minkowski Geometry A. C. THOMPSON 1996

313. Modern Differential Geometry for Physicists Chris J lsham 1999

314. NATURAL OPERATIONS IN DIFFERENTIAL GEOMETRY

Ivan Kolar Peter W. Michor Jan Slovak 1993

315. Partial Differential Equations 1 Foundations and Integral Representations

Friedrich Sauvigny 2006

316. A First Course in Partial Differential Equations with complex variables and transform methods

H.F.WEINBERGER 1965

317. A TREATISE ON DIFFERENTIAL EQUATIONS ANDREW ETJSSELL FORSYTH, M.A, 1888

318. An Introduction to MultiGrid Methods P. Wesseling 1991

319. DIFFERENCE EQUATIONS AND INEQUALITIES Theory, Methods, and Applications

Ravi P. Agarwal 2000

320. DIFFERENCE EQUATIONS AND INEQUALITIES Theory, Methods, and Applications

Ravi P. Agarwal 2000

321. Differential equations crash course R.Bronson 2003

322. DIFFERENTIAL EQUATIONS FROM THE GROUP STANDPOINT

L. E. Dickson. 2003

323. differential equations with Mathematica Martha L.Abell,James P.Braselton 1993

324. Differential Equations, Dynamical Systems, and Linear Algebra

MORRIS W. HIRSCH AND STEPHEN SMALE 1974

325. DIFFERENTIAL SUBORDINATIONS Theory and Applications

Sanford S. Miller Petru T. Mocanu 2000

326. Elementary Differential Equations and Boundary Value Problems

William E. Boyce,Richard C. DiPrima 2001

327. Exterior Differential Systems and Euler-Lagrange Partial Differential Equations

Robert Bryant, Phillip Griffiths, Daniel Grossman

2002

328. Galois Theory of Linear Differential Equations Marius van der Put,Michael F. Singer 2002

329. Generalized Difference Methods for Differential Equations

R. Li, Z. Chen, W. Wu 2000

330. hibert space methods for partial differential equations

R.E.Showalter 1977

331. Introduction to Partial Differential Equations: A Computational Approach

Aslak Tveito Ragnar Winther 1998

332. AN INTRODUCTION TO STOCHASTIC DIFFERENTIAL EQUATIONS VERSION 1.2

Lawrence C. Evans -------

333. Introduction to Tensor Calculus and Continuum Mechanics

J.H. Heinbockel 1996

334. Linear Differential Equations in the Complex Domain: Problems of Analytic Continuation

YASUTAKA SIBUYA 1990

335. SCHAUMS Easy OUTLINES DIFFERENTIAL EQUATIONS

Richard Bronson, 2003

336. mesh free methods -moving beyond the finite element method

G,R, Liu 2003

337. nonlinear analysis and differential equations an introduction

Klaus Schmitt,Russell C.Thompson 2000

338. Nonlinear Partial Differential Equations Gui-Qiang Chen 1999

339. Numerical Methods for Ordinary Differential Equations

J.C. Butcher 2003

340. Numerical Methods for Partial Differential Equations

WILLIAM F. AM ES 1977

341. Ordinary Differential Equations PHILIP HARTMAN 1964

342. Ordinary Differential Equations - V. Arnold -------

343. Ordinary differential equations and Dynamical Systems

Gerald Teschl 2004

344. ORDINARY DIFFERENTIAL EQUATIONS JAMES MORRIS PAGE 1897

345. partial differential equations Lawrence C.Evans 1997

346. Partial Differential Equations and Mathematica P. Kythe 1997

347. Partial Differential Equations and the Finite Element Method

Pavel Solin 2006


348. Partial Differential Equations I Basic Theory Michael E. Taylor --------

349. Partial Differential Equations 2 qualitative studies of linear equations

Michael E. Taylor --------

350. Partial Differential Equations 3 nonlinear equations

Michael E. Taylor --------

351. PARTIAL DIFFERENTIAL EQUATIONS MA 3132 LECTURE NOTES

B. Neta 1996

352. SINGULAR PERTURBATION THEORY MATHEMATICAL AND ANALYTICAL TECHNIQUES WITH APPLICATIONS TO ENGINEERING

R. S. JOHNSON 2005

353. Stochastic Differential Equations An Introduction with Applications Fifth Edition,

Bernt Oksendal 2000

354. The Qualitative Theory of Ordinary Diff. Equations F. Brauer, H. Nohel 1969

355. a first course in discrete Mathematics Ian Anderson 2001

356. advanced combinatorics Louis Comtet 1974

357. Algorithm Theory - SWAT 2002 M. Penttonen, E. Meineche Schmidt 2002

358. ALGORITHMS ROBERT SEDGEWICK 1983

359. Algorithms and Complexity Herbert S. Wilf 1994

360. combinatorics topics,techniques,algorithms Peter J.Cameron 1994

361. Combinatorics SECOND EDITION RUSSELL MERRIS 2003

362. CONCRETE MATHEMATICS Ronald L. Graham,Donald E. Knuth,Oren Patashnik

1989

363. Discrete Math in Computer Science Ken Bogart,Cliff Stein 2002

364. DISCRETE MATHEMATICS W W L CHEN 1982

365. Discrete Mathematics L. Lovasz and K. Vesztergombi 1999

366. Discrete Mathematics and its application Kenneth H.Rosen 1998

367. Discrete Mathematics for New Technology Second Edition

Rowan Garnier,John Taylor 2002

368. generatingfunctionology Herbert S. Wilf 1994

369. HANDBOOK OF COMBINATORICS Volume 2 R.L. GRAHAM,M. GROTSCHEL,L. LOV .SZ 1995

370. handbook of discrete and combinatorial Mathematics

Kenneth H.Rosen,John G.Michaels,Jonathan L.Gross,Jerrold W.Grossman,Douglas R.Shier

2000

371. Introduction to Algorithms, Second Edition Thomas H. Cormen Charles E. Leiserson Ronald L. Rivest Clifford Stein

2001

372. an introduction to genetic algorithms for scientists and engineers

David A Coley ------

373. Monte Carlo Concepts, Algorithms, and Applications

George S. Fishman 1996

374. probabilistic methods for algorithmic discrete Mathematics

M.Habib,C.McDiarmid,J.Ramirez-Alfonsin,B.Reed

1998

375. Representations for Genetic and Evolutionary Algorithms

Franz Rothlauf 2006

376. Dynamical Systems George D. Birkhoff 1927

377. elementary catastrophe theory P.Michor 1985

378. Encyclopedia of Mathematics VOL1 Gale Group 2002




382. Basic Category Theory for Computer Scientists Benjamin C. Pierce 1991

383. Categories for the Working Mathematician s. Mac Lane 1971


385. BRIDGE TO ABSTRACT MATHEMATICS Mathematical Proof and Structures

Ronald E Morash 1987

386. FUZZY LOGIC A PRACTICAL APPROACH F. Martin McNeill Ellen Thro 1994

387. handbook of Philosophical Logic 2nd edition volume 9

Dov M.Gabbay , F.Guenthner 2002


388. Handbook of the Logic of Argument & Inference Dov M.Gabbay,Ralph H.Johnson 2001

389. Introduction to Linear Logic Torben Brauner 1996

390. INTRODUCTION TO SET THEORY third edition Karel Hrbacek,Thomas Jech 1999

391. LECTURES IN LOGIC AND SET THEORY Volume 1 Mathematical Logic


392. LECTURES IN LOGIC AND SET THEORY -Volume 2 Set Theory


393. logic,computation and set theory Thomas Forster 2002

394. Abel's Proof An Essay on the Sources and Meaning of Mathematical Unsolvability

Peter Pesic 2003

395. breakthroughs in Mathematics Peter Wolff 1963

396. Math wonders to Inspire Teachers and Students Alfred S. Posamentier 2003

397. PRIME NUMBERS The Most Mysterious Figures in Math

David Wells 2005

398. the art of the infinite:the pleasures of Mathematics Robert Kaplan and Ellen Kaplan 2003

399. Bernhard Riemann and the Greatest Unsolved Problem in Mathematics

John Derbyshire 2003

400. MATHEMATICAL JOURNEYS Peter D. Schumer 2004

401. Euclid's Elements D.E.Joyce 1997

402. Mathematics, Trigonometry NONRESIDENT TRAINING COURSE 1989

403. Notes from Trigonometry Steven Butler 2002

404. PLANE AND SPHERICAL TRIGONOMETRY CLAUDE IRWIN PALMER,CHARLES WILBER LEIGH

1934

405. teach yourself trigonometry ---------- ----------

406. trigonometry demystified Stan Gibilisco 2003

407. Algebraic Geometry A First Course Joe Harris --------

408. computational Geometry algorithms and applications second edition

Mark de Berg,Marc van Kreveld,Mark Overmars,Otfried Schwarzkopf

2000

409. computational Geometry in c second edition Joseph O'Rourke ------

410. Computational Geometry: Methods and Applications

Jianer Chen 1996

411. Conceptual Spaces The Geometry of Thought

Peter Grdenfors 2000

412. Exploring Analytic Geometry with Mathematica Donald L. Vossler -------

413. fractal Geometry Mathematical foundations and applications

Kenneth Falconer 1990

414. fundamentals of college Geometry second edition Edwin M. Hemmerling 1970

415. fundamentals of Mathematics volume 2 Geometry H.Behnke,F.Bachmann,K.Fladt,H.Kunle 1986

416. Geometric Models for Noncommutative Algebras Ana Cannas da Silva, Alan Weinstein 1998

417. Geometric Asymptotics Revised Edition Victor Guillemin Shlomo Sternberg 1990

418. Glimpses of Algebra and Geometry, Second Edition

Gabor Toth 2002

419. handbook of discrete and computational Geometry Kenneth H.Rosen 1997

420. introduction to Geometry second edition H.S.M.Coxeter 1969

421. An Introduction to Lie Groups and Symplectic Geometry

Robert L. Bryant 1991

422. Mirrors and Reflections: The Geometry of Finite Reflection Groups Incomplete Draft Version 01

Alexandre V. Borovik,Anna S. Borovik 2000

423. NON-EUCLIDEAN GEOMETRY sixth edition H. S. M. COXETER, C.C., ER.S., ER.S.C. 1998

424. plane analytic Geometry with introductory chapters on the differential calculus

Maxime Bocher 1915

425. Sphere Packings Chuanming Zong 1999

426. The Geometry and Topology of Three-Manifolds William P. Thurston 2002

427. The Geometry of Hamilton and Lagrange Spaces Radu Miron,Dargos Hrimiuc,Hideo Shimada,Sorin V. Sabau

2002

428. The Geometry of Schemes David Eisenbud Joe Harris 2000


429. TREATISE OF PLANE GEOMETRY THROUGH GEOMETRIC ALGEBRA

Ramon Gonzlez Calvet 2001

430. Graph Theory Electronic Edition 2000 Reinhard Diestel 2000

431. graph theory with applications J.A.Bondy,U.S.R.Murty 1982

432. planar graph drawing Takao Nishizeki,Md.Saidur Rahman 2004

433. abstract theory of groups O.U.Schmidt 1966

434. An Elementary Introduction to Groups and Representations

Brian C. Hall 2000

435. Buildings and Classical Groups Paul Garrett 1995

436. Cohomological Topics in Group Theory Karl W. Gruenberg 1970

437. GALOIS THEORY DR. EMIL ARTIN 1971

438. Group Theory Lie's, Tracks, and Exceptional Groups

Predrag Cvitanovic 2002

439. GROUP THEORY J.S. MILNE 1996

440. GROUP THEORY Exceptional Lie groups as invariance groups,

Predrag Cvitanovic 2000

441. Groupoids and Smarandache Groupoids W. B. Vasantha Kandasamy 2002

442. Introduction to Groups, Invariants and Particles Frank W. K. Firk, 2000

443. A n Introduction to the Theory of Groups GEORGE W. POLITES 1968

444. ISOMETRIC ACTIONS OF LIE GROUPS AND INVARIANTS

Peter W Michor 1997

445. Lie algebras Shlomo Sternberg 2004

446. Linear Algebraic Groups ARMAND BOREL ---------

447. Problems in Group Theory John D. Dixon 1967

448. quantum groups and Knot algebra Tammo tom Dieck 2000

449. representation theory a first course William Fulton ,Joe Harris 1991

450. Representation Theory of Lie Groups M.F. ATIYAH 1979

451. Smarandache Semigroups W. B. Vasantha Kandasamy 2002

452. The Classification of the Finite Simple Groups Daniel Gorenstein Richard Lyons Ronald Solomon

1994

453. the theory of groups Homer Bechtell 1971

454. the theory of groups A.G.Kurosh 1960

455. THEORY OF GROUPS OF FINITE ORDER W. BURNSIDE, M.A., F.R.S. 1897

456. ADVANCED MATHEMATICAL METHODS FOR SCIENTISTS AND ENGINEERS

Carl M. Bender,Steven A. Orszag 1978


Douglas N. Clark,Stan Gibilisco 2003




460. ESSENTIAL MATHEMATICAL SKILLS for engineering, science and applied mathematics

Steven lan Barry ,Dr Stephen Alan Davis 2002

461. Introduction to Methods of Applied Mathematics or Advanced Mathematical Methods for Scientists and Engineers

Sean Mauch 2002

462. Functional and Structured Tensor Analysis for Engineers

R. M. Brannon 2003

463. MATHEMATICAL METHODS in PHYSICS and ENGINEERING with MATHEMATICA

Ferdinand E Cap 2003

464. Mathematical and Physical Data, Equations, and Rules of Thumb

Stan Gibilisco 2001


466. Mathematics for Electrical Engineering and Computing

Mary Attenborough 2003


468. METHODS OF MODERN MATHEMATICAL MICHAEL REED,BARRY SIMON 1979


PHYSICS vol 3 SCATTERING THEORY

469. Mathematics, Pre-Calculus and Introduction to Probability

NAVEDTRA 1988


Emma Previato 2003


472. Functional and Structured Tensor Analysis for Engineers

R. M. Brannon 2003


474. Mathematics for Electrical Engineering and Computing

Mary Attenborough 2003

475. Dynamical Systems George D. Birkhoff 1927

476. Dynamical systems and fractals Computer graphics experiments in Pascal

Karl-Heinz Becker Michael Diirfler 1989

477. elementary catastrophe theory P.Michor 1985


479. Euclid's Elements D.E.Joyce 1997

480. Notes from Trigonometry Steven Butler 2002

481. PLANE AND SPHERICAL TRIGONOMETRY CLAUDE IRWIN PALMER,CHARLES WILBER LEIGH

1934

482. teach yourself trigonometry ---------- ----------

483. trigonometry demystified Stan Gibilisco 2003

484. Mirrors and Reflections: The Geometry of Finite Reflection Groups Incomplete Draft Version 01

Alexandre V. Borovik,Anna S. Borovik 2000

485. Introduction to the Mathematical and Statistical Foundations of Econometrics

Herman J. Bierens -----

486. Linear Programming: Foundations and Extensions Robert J. Vanderbei 2001

487. Probabilistic Inference Using Markov Chain Monte Carlo Methods

Radford M. Neal 1993

488. Advanced Calculus with Applications in Statistics Second Edition

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489. introduction to the calculus of variations Bernard Dacorogna 2004

490. introduction to the calculus of variations William Elwood Byerly 1917

491. Mlul ti Variable Calculus and Linear Algebra, with Applications to DifFerential Equations and Probability

Tom M. Apostol 1969

492. A COURSE IN PROBABILITY THEORY THIRD EDITION

Kai Lai Chung 2001

493. An introduction to probability theory Christel Geiss and Stefan Geiss 2004

494. an introduction to probability theory and its applications volume 1

William Feller 1968

495. applied Bayesian modelling Peter Congdon 2003

496. Applied Probability Kenneth Lange 2003

497. Applied Probability and Stochastic Processes Wlodzimierz Bryc 1995

498. Applied Statistics and Probability for Engineers third edition

Douglas C. Montgomery,George C. Runger 2003

499. Applied Statistics and Probability for Engineers third edition,

Douglas C. Montgomery,George C. Runger 2003

500. CRC standard probability and Statistics tables and formulae

DANIEL ZWILLINGER,STEPHEN KOKOSKA 2000

501. Foundations of Modern Probability Olav Kallenberg 1997

502. FOUNDATIONS OF THE THEORY OF PROBABILITY

A.N. KOLMOGOROV 1956

503. fundamentals of probability and Statistics for Engineers

T.T.Soong 2004

504. introduction to Mathematical Statistics Paul G.Hoel 1962

505. Introduction to Probability Dimitri P. Bertsekas and John N. Tsitsiklis 2000

506. Introduction to Probability Charles M. Grinstead,J. Laurie Snell ------


507. Introduction to Probability second edition Charles M.Grinstead,J.Laurie Snell 1997

508. introduction to Probability models sixth edition Sheldon M.Ross 1997

509. Introduction to Statistical Pattern Recognition Second Edition

Keinosuke Fukunaga 1990

510. Lectures on Probability Theory and Statistics Simon Tavare ,Ofer Zeitouni,Jean Picard 2004

511. Markov random fields and their applications Ross Kindermann,J.Laurie Snell 1980

512. Mathematics, Pre-Calculus and Introduction to Probability

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513. Measure, Integral and Probability Marek Capinski and Ekkehard Kopp 2003

514. MULTIVARIATE BAYESIAN STATISTICS Models for Source Separation and Signal Unmixing

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515. Probability and Finance Its Only a Game! GLENN SHAFER,VLADIMIR VOVK 2001

516. probability and its applications Olav Kallenberg 1997

517. Probability and Measurements Albert Tarantola 2001

518. PROBABILITY AND STATISTICAL INFERENCE NITIS MUKHOPADHYAY 2000

519. PROBABILITY DEMYSTIFIED ALLAN G. BLUMAN 2005

520. PROBABILITY THEORY AND EXAMPLES SECOND EDITION

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521. Probability Theory: The Logic Of Science E. T. Jaynes 1995

522. Probability, Random Processes, and Ergodic Properties

Robert M. Gray 2001

523. probability random variables and random signal principles second edition

Peyton Z.Peebles 1987

524. probability random variables and stochastic processes third edition

Athanasios Papoulis 1991

525. radically elementary probability theory Edward Nelson 1987

526. Recent Advances in Applied Probability springer 2005

527. Theory and Problems of STATISTICS Third Edition

MURRAY R. SPIEGEL, LARRY J. STEPHENS 1999

528. Six Sigma and Beyond: Statistics and Probability, Volume III

D. H. Stamatis 2003

529. Statistics and Probability for Engineering Applications With Microsoft Excel

W.J. DeCoursey 2003

530. Statistics For Dummies Deborah Rumsey 2003

531. Statistics Hacks Bruce Frey 2006

532. The Basic Practice of Statistics Third Edition David S. Moore 2003

533. Theory and problems of probability Seymour Lipschutz 1965

534. Theory and Problems of Probability, Random Variables, and Random Processes

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535. Tutorials in Probability --------- ----------

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