clBLAS  2.11
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Modules
Here is a list of all modules:
[detail level 12]
oOverview
oclblas types
oVersion information
oInitialize library
oBLAS-1 functions
|oSWAP - Swap elements from 2 vectors
|oSCAL - Scales a vector by a constant
|oSSCAL - Scales a complex vector by a real constant
|oCOPY - Copies elements from vector X to vector Y
|oAXPY - Scale X and add to Y
|oDOT - Dot product of two vectors
|oROTG - Constructs givens plane rotation
|oROTMG - Constructs the modified givens rotation
|oROT - Apply givens rotation
|oROTM - Apply modified givens rotation for points in the plane
|oNRM2 - Euclidean norm of a vector
|oiAMAX - Index of max absolute value
|\ASUM - Sum of absolute values
oBLAS-2 functions
|oGEMV - General matrix-Vector multiplication
|oSYMV - Symmetric matrix-Vector multiplication
|oHEMV - Hermitian matrix-vector multiplication
|oTRMV - Triangular matrix vector multiply
|oTRSV - Triangular matrix vector Solve
|oGER - General matrix rank 1 operation
|oGERU - General matrix rank 1 operation
|oGERC - General matrix rank 1 operation
|oSYR - Symmetric rank 1 update
|oHER - Hermitian rank 1 operation
|oSYR2 - Symmetric rank 2 update
|oHER2 - Hermitian rank 2 update
|oTPMV - Triangular packed matrix-vector multiply
|oTPSV - Triangular packed matrix vector solve
|oSPMV - Symmetric packed matrix vector multiply
|oHPMV - Hermitian packed matrix-vector multiplication
|oSPR - Symmetric packed matrix rank 1 update
|oHPR - Hermitian packed matrix rank 1 update
|oSPR2 - Symmetric packed matrix rank 2 update
|oHPR2 - Hermitian packed matrix rank 2 update
|oGBMV - General banded matrix-vector multiplication
|oTBMV - Triangular banded matrix vector multiply
|oSBMV - Symmetric banded matrix-vector multiplication
|oHBMV - Hermitian banded matrix-vector multiplication
|\TBSV - Solving triangular banded matrix
\BLAS-3 functions
 oGEMM - General matrix-matrix multiplication
 oTRMM - Triangular matrix-matrix multiplication
 oTRSM - Solving triangular systems of equations
 oSYRK - Symmetric rank-k update of a matrix
 oSYR2K - Symmetric rank-2k update to a matrix
 oSYMM - Symmetric matrix-matrix multiply
 oHEMM - Hermitian matrix-matrix multiplication
 oHERK - Hermitian rank-k update to a matrix
 \HER2K - Hermitian rank-2k update to a matrix
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