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SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general

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Page 1: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 2: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 3: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 4: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 5: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 6: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 7: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 8: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 9: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 10: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 11: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 12: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 13: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 14: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 15: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 16: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 17: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 18: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general
Page 19: SOESL af Of SAXPY ise to 2 times by which Thus. the benchmark requites roughly 2/3 besides one-dimensional refer the LtNPACK reclines SGEFA the BLAS to one two-dlme The LINPACK general

GPU Computing with OpenACC Directives. subroutine saxpy(n, a, x, y) real :: x(:), y(:), a integer :: n, i $!acc kernels do i=1,n y(i) = a*x(i)+y(i) enddo

GPU Computing with OpenACC Directives. subroutine saxpy(n, a, x, y) real :: x(:), y(:), a integer :: n, i $!acc kernels do i=1,n y(i) = a*x(i)+y(i) enddo

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