monolish  0.17.1
MONOlithic LInear equation Solvers for Highly-parallel architecture
monolish_matrix_blas.hpp
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1 // this code is generated by gen_matrix_blas.sh
2 #pragma once
3 #include "../common/monolish_common.hpp"
4 
5 namespace monolish {
11 namespace blas {
12 
33 void copy(const matrix::Dense<double> &A, matrix::Dense<double> &C);
34 void copy(const matrix::Dense<float> &A, matrix::Dense<float> &C);
54 void copy(const matrix::CRS<double> &A, matrix::CRS<double> &C);
55 void copy(const matrix::CRS<float> &A, matrix::CRS<float> &C);
73 void copy(const matrix::LinearOperator<double> &A,
74  matrix::LinearOperator<double> &C);
75 void copy(const matrix::LinearOperator<float> &A,
76  matrix::LinearOperator<float> &C);
94 void mscal(const double alpha, matrix::Dense<double> &A);
95 void mscal(const float alpha, matrix::Dense<float> &A);
113 void mscal(const double alpha, matrix::CRS<double> &A);
114 void mscal(const float alpha, matrix::CRS<float> &A);
133 void times(const double alpha, const matrix::Dense<double> &A,
134  matrix::Dense<double> &C);
135 void times(const float alpha, const matrix::Dense<float> &A,
136  matrix::Dense<float> &C);
157 void times(const double alpha, const matrix::CRS<double> &A,
158  matrix::CRS<double> &C);
159 void times(const float alpha, const matrix::CRS<float> &A,
160  matrix::CRS<float> &C);
179 void adds(const double alpha, const matrix::Dense<double> &A,
180  matrix::Dense<double> &C);
181 void adds(const float alpha, const matrix::Dense<float> &A,
182  matrix::Dense<float> &C);
201 void matadd(const matrix::Dense<double> &A, const matrix::Dense<double> &B,
202  matrix::Dense<double> &C);
203 void matadd(const matrix::Dense<float> &A, const matrix::Dense<float> &B,
204  matrix::Dense<float> &C);
222 void matadd(const matrix::LinearOperator<double> &A,
223  const matrix::LinearOperator<double> &B,
224  matrix::LinearOperator<double> &C);
225 void matadd(const matrix::LinearOperator<float> &A,
226  const matrix::LinearOperator<float> &B,
227  matrix::LinearOperator<float> &C);
248 void matadd(const matrix::CRS<double> &A, const matrix::CRS<double> &B,
249  matrix::CRS<double> &C);
250 void matadd(const matrix::CRS<float> &A, const matrix::CRS<float> &B,
251  matrix::CRS<float> &C);
270 void matsub(const matrix::Dense<double> &A, const matrix::Dense<double> &B,
271  matrix::Dense<double> &C);
272 void matsub(const matrix::Dense<float> &A, const matrix::Dense<float> &B,
273  matrix::Dense<float> &C);
291 void matsub(const matrix::LinearOperator<double> &A,
292  const matrix::LinearOperator<double> &B,
293  matrix::LinearOperator<double> &C);
294 void matsub(const matrix::LinearOperator<float> &A,
295  const matrix::LinearOperator<float> &B,
296  matrix::LinearOperator<float> &C);
318 void matsub(const matrix::CRS<double> &A, const matrix::CRS<double> &B,
319  matrix::CRS<double> &C);
320 void matsub(const matrix::CRS<float> &A, const matrix::CRS<float> &B,
321  matrix::CRS<float> &C);
340 void matmul(const matrix::Dense<double> &A, const matrix::Dense<double> &B,
341  matrix::Dense<double> &C);
342 void matmul(const matrix::Dense<float> &A, const matrix::Dense<float> &B,
343  matrix::Dense<float> &C);
364 void matmul(const double &a, const matrix::Dense<double> &A,
365  const matrix::Dense<double> &B, const double &b,
366  matrix::Dense<double> &C);
367 void matmul(const float &a, const matrix::Dense<float> &A,
368  const matrix::Dense<float> &B, const float &b,
369  matrix::Dense<float> &C);
388 void matmul(const matrix::CRS<double> &A, const matrix::Dense<double> &B,
389  matrix::Dense<double> &C);
390 void matmul(const matrix::CRS<float> &A, const matrix::Dense<float> &B,
391  matrix::Dense<float> &C);
413 void matmul(const double &a, const matrix::CRS<double> &A,
414  const matrix::Dense<double> &B, const double &b,
415  matrix::Dense<double> &C);
416 void matmul(const float &a, const matrix::CRS<float> &A,
417  const matrix::Dense<float> &B, const float &b,
418  matrix::Dense<float> &C);
436 void matmul(const matrix::LinearOperator<double> &A,
437  const matrix::LinearOperator<double> &B,
438  matrix::LinearOperator<double> &C);
439 void matmul(const matrix::LinearOperator<float> &A,
440  const matrix::LinearOperator<float> &B,
441  matrix::LinearOperator<float> &C);
459 void matmul(const matrix::LinearOperator<double> &A,
460  const matrix::Dense<double> &B, matrix::Dense<double> &C);
461 void matmul(const matrix::LinearOperator<float> &A,
462  const matrix::Dense<float> &B, matrix::Dense<float> &C);
480 void rmatmul(const matrix::LinearOperator<double> &A,
481  const matrix::Dense<double> &B, matrix::Dense<double> &C);
482 void rmatmul(const matrix::LinearOperator<float> &A,
483  const matrix::Dense<float> &B, matrix::Dense<float> &C);
486 } // namespace blas
487 } // namespace monolish
monolish::matrix::CRS
Compressed Row Storage (CRS) format Matrix.
Definition: monolish_crs.hpp:39
monolish::matrix::Dense
Dense format Matrix.
Definition: monolish_dense.hpp:21
monolish::matrix::LinearOperator
Linear Operator imitating Matrix.
Definition: monolish_linearoperator.hpp:35
monolish::blas::adds
void adds(const double alpha, const matrix::Dense< double > &A, matrix::Dense< double > &C)
Dense matrix adds: C = alpha + A.
monolish::blas::matadd
void matadd(const matrix::Dense< double > &A, const matrix::Dense< double > &B, matrix::Dense< double > &C)
Dense matrix addition: C = A + B.
monolish::blas::copy
void copy(const matrix::Dense< double > &A, matrix::Dense< double > &C)
Dense matrix copy (C=A)
monolish::blas::matmul
void matmul(const matrix::Dense< double > &A, const matrix::Dense< double > &B, matrix::Dense< double > &C)
Dense matrix multiplication: C = AB.
monolish::blas::mscal
void mscal(const double alpha, matrix::Dense< double > &A)
Dense matrix scal: A = alpha * A.
monolish::blas::matsub
void matsub(const matrix::Dense< double > &A, const matrix::Dense< double > &B, matrix::Dense< double > &C)
Dense matrix subtract: C = A - B.
monolish::blas::rmatmul
void rmatmul(const matrix::LinearOperator< double > &A, const matrix::Dense< double > &B, matrix::Dense< double > &C)
LinearOperator multiplication: C = A^H B.
monolish::blas::times
void times(const double alpha, const matrix::Dense< double > &A, matrix::Dense< double > &C)
Dense matrix times: C = alpha * A.
monolish
monolish namespaces
Definition: monolish_matrix_blas.hpp:5
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