monolish  0.16.3
MONOlithic LInear equation Solvers for Highly-parallel architecture
monolish_dense_vml.hpp
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1 // this code is generated by gen_dense_vml.sh
2 #pragma once
3 
4 #include "../common/monolish_common.hpp"
5 
6 namespace monolish {
11 namespace vml {
12 
122 void add(const matrix::Dense<double> &A, const double alpha,
124 void add(const matrix::Dense<float> &A, const float alpha,
144 void sub(const matrix::Dense<double> &A, const double alpha,
146 void sub(const matrix::Dense<float> &A, const float alpha,
166 void mul(const matrix::Dense<double> &A, const double alpha,
168 void mul(const matrix::Dense<float> &A, const float alpha,
188 void div(const matrix::Dense<double> &A, const double alpha,
190 void div(const matrix::Dense<float> &A, const float alpha,
232 void pow(const matrix::Dense<double> &A, const double alpha,
234 void pow(const matrix::Dense<float> &A, const float alpha,
516 [[nodiscard]] double max(const matrix::Dense<double> &C);
517 [[nodiscard]] float max(const matrix::Dense<float> &C);
534 [[nodiscard]] double min(const matrix::Dense<double> &C);
535 [[nodiscard]] float min(const matrix::Dense<float> &C);
556 } // namespace vml
557 } // namespace monolish
Dense format Matrix.
void add(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
element by element addition CRS matrix A and CRS matrix B.
void asin(const matrix::CRS< double > &A, matrix::CRS< double > &C)
asin to CRS matrix elements (C[0:nnz] = asin(A[0:nnz]))
void asinh(const matrix::CRS< double > &A, matrix::CRS< double > &C)
asinh to CRS matrix elements (C[0:nnz] = asinh(A[0:nnz]))
void atan(const matrix::CRS< double > &A, matrix::CRS< double > &C)
atan to CRS matrix elements (C[0:nnz] = atan(A[0:nnz]))
void atanh(const matrix::CRS< double > &A, matrix::CRS< double > &C)
atanh to CRS matrix elements (C[0:nnz] = atanh(A[0:nnz]))
void ceil(const matrix::CRS< double > &A, matrix::CRS< double > &C)
ceil to CRS matrix elements (C[0:nnz] = ceil(A[0:nnz]))
void max(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
Create a new CRS matrix with greatest elements of two matrices (C[0:nnz] = max(A[0:nnz],...
void min(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
Create a new CRS matrix with smallest elements of two matrices (C[0:nnz] = min(A[0:nnz],...
void div(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
element by element division CRS matrix A and CRS matrix B.
void floor(const matrix::CRS< double > &A, matrix::CRS< double > &C)
floor to CRS matrix elements (C[0:nnz] = floor(A[0:nnz]))
void mul(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
element by element multiplication CRS matrix A and CRS matrix B.
void pow(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
power to CRS matrix elements (C[0:N] = pow(A[0:N], B[0:N]))
void reciprocal(const matrix::CRS< double > &A, matrix::CRS< double > &C)
reciprocal to CRS matrix elements (C[0:nnz] = 1 / A[0:nnz])
void sign(const matrix::CRS< double > &A, matrix::CRS< double > &C)
sign to CRS matrix elements (C[0:nnz] = sign(A[0:nnz]))
void sin(const matrix::CRS< double > &A, matrix::CRS< double > &C)
sin to CRS matrix elements (C[0:nnz] = sin(A[0:nnz]))
void sinh(const matrix::CRS< double > &A, matrix::CRS< double > &C)
sinh to CRS matrix elements (C[0:nnz] = sinh(A[0:nnz]))
void sqrt(const matrix::CRS< double > &A, matrix::CRS< double > &C)
sqrt to CRS matrix elements (C[0:nnz] = sqrt(A[0:nnz]))
void sub(const matrix::CRS< double > &A, const matrix::CRS< double > &B, matrix::CRS< double > &C)
element by element subtract CRS matrix A and CRS matrix B.
void tan(const matrix::CRS< double > &A, matrix::CRS< double > &C)
tan to CRS matrix elements (C[0:nnz] = tan(A[0:nnz]))
void tanh(const matrix::CRS< double > &A, matrix::CRS< double > &C)
tanh to CRS matrix elements (C[0:nnz] = tanh(A[0:nnz]))
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