BLAS-like functions. More...
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Functions | |
| template<typename ArrayType > | |
| int | cusp::blas::amax (const ArrayType &x) |
| index of the largest element in a array More... | |
| template<typename ArrayType > | |
| cusp::norm_type< typename ArrayType::value_type >::type | cusp::blas::asum (const ArrayType &x) |
| sum of absolute value of all entries in array More... | |
| template<typename ArrayType1 , typename ArrayType2 , typename ScalarType > | |
| void | cusp::blas::axpy (const ArrayType1 &x, ArrayType2 &y, const ScalarType alpha) |
| scaled vector addition (y = alpha * x + y) More... | |
| template<typename ArrayType1 , typename ArrayType2 , typename ArrayType3 , typename ScalarType1 , typename ScalarType2 > | |
| void | cusp::blas::axpby (const ArrayType1 &x, const ArrayType2 &y, ArrayType3 &z, ScalarType1 alpha, ScalarType2 beta) |
| compute linear combination of two vectors (z = alpha * x + beta * y) More... | |
| template<typename ArrayType1 , typename ArrayType2 , typename ArrayType3 , typename ArrayType4 , typename ScalarType1 , typename ScalarType2 , typename ScalarType3 > | |
| void | cusp::blas::axpbypcz (const ArrayType1 &x, const ArrayType2 &y, const ArrayType3 &z, ArrayType4 &w, ScalarType1 alpha, ScalarType2 beta, ScalarType3 gamma) |
| compute linear combination of three vectors (output = alpha * x + beta * y + gamma * z) More... | |
| template<typename ArrayType1 , typename ArrayType2 , typename ArrayType3 > | |
| void | cusp::blas::xmy (const ArrayType1 &x, const ArrayType2 &y, ArrayType3 &z) |
| elementwise multiplication of two vectors (z[i] = x[i] * y[i]) More... | |
| template<typename ArrayType1 , typename ArrayType2 > | |
| void | cusp::blas::copy (const ArrayType1 &x, ArrayType2 &y) |
| vector copy (y = x) More... | |
| template<typename ArrayType1 , typename ArrayType2 > | |
| ArrayType1::value_type | cusp::blas::dot (const ArrayType1 &x, const ArrayType2 &y) |
| dot product (x^T * y) More... | |
| template<typename ArrayType1 , typename ArrayType2 > | |
| ArrayType1::value_type | cusp::blas::dotc (const ArrayType1 &x, const ArrayType2 &y) |
| conjugate dot product (conjugate(x)^T * y) More... | |
| template<typename ArrayType , typename ScalarType > | |
| void | cusp::blas::fill (ArrayType &x, const ScalarType alpha) |
| vector fill (x[i] = alpha) More... | |
| template<typename ArrayType > | |
| cusp::norm_type< typename ArrayType::value_type >::type | cusp::blas::nrm1 (const ArrayType &x) |
| vector 1-norm (sum abs(x[i])) More... | |
| template<typename ArrayType > | |
| cusp::norm_type< typename ArrayType::value_type >::type | cusp::blas::nrm2 (const ArrayType &x) |
| vector 2-norm (sqrt(sum x[i] * x[i] ) More... | |
| template<typename ArrayType > | |
| cusp::norm_type< typename ArrayType::value_type >::type | cusp::blas::nrmmax (const ArrayType &x) |
| vector infinity norm More... | |
| template<typename ArrayType , typename ScalarType > | |
| void | cusp::blas::scal (ArrayType &x, const ScalarType alpha) |
| scale vector (x[i] = alpha * x[i]) More... | |
| template<typename Array2d1 , typename Array1d1 , typename Array1d2 > | |
| void | cusp::blas::gemv (const Array2d1 &A, const Array1d1 &x, Array1d2 &y) |
| Computes a matrix-vector product using a general matrix. More... | |
| template<typename Array1d1 , typename Array1d2 , typename Array2d1 > | |
| void | cusp::blas::ger (const Array1d1 &x, const Array1d2 &y, Array2d1 &A) |
| Performs a rank-1 update of a general matrix. More... | |
| template<typename Array2d1 , typename Array1d1 , typename Array1d2 > | |
| void | cusp::blas::symv (const Array2d1 &A, const Array1d1 &x, Array1d2 &y) |
| Computes a matrix-vector product using a symmetric matrix. More... | |
| template<typename Array1d , typename Array2d > | |
| void | cusp::blas::syr (const Array1d &x, Array2d &A) |
| Performs a rank-1 update of a symmetric matrix. More... | |
| template<typename Array2d , typename Array1d > | |
| void | cusp::blas::trmv (const Array2d &A, Array1d &x) |
| Computes a matrix-vector product using a triangular matrix. More... | |
| template<typename Array2d , typename Array1d > | |
| void | cusp::blas::trsv (const Array2d &A, Array1d &x) |
| Solve a triangular matrix equation. More... | |
| template<typename Array2d1 , typename Array2d2 , typename Array2d3 > | |
| void | cusp::blas::gemm (const Array2d1 &A, const Array2d2 &B, Array2d3 &C) |
| Computes a matrix-matrix product with general matrices. More... | |
| template<typename Array2d1 , typename Array2d2 , typename Array2d3 > | |
| void | cusp::blas::symm (const Array2d1 &A, const Array2d2 &B, Array2d3 &C) |
| Computes a matrix-matrix product where one input matrix is symmetric. More... | |
| template<typename Array2d1 , typename Array2d2 > | |
| void | cusp::blas::syrk (const Array2d1 &A, Array2d2 &B) |
| Performs a symmetric rank-k update. More... | |
| template<typename Array2d1 , typename Array2d2 , typename Array2d3 > | |
| void | cusp::blas::syr2k (const Array2d1 &A, const Array2d2 &B, Array2d3 &C) |
| Performs a symmetric rank-2k update. More... | |
| template<typename Array2d1 , typename Array2d2 > | |
| void | cusp::blas::trmm (const Array2d1 &A, Array2d2 &B) |
| Computes a matrix-matrix product where one input matrix is triangular. More... | |
| template<typename Array2d1 , typename Array2d2 > | |
| void | cusp::blas::trsm (const Array2d1 &A, Array2d2 &B) |
| Solve a triangular matrix equation. More... | |
BLAS-like functions.
Definition in file blas.h.
1.8.6
