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_zhematrix-_zhematrix.hpp
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1 //=============================================================================
2 /*! _zhematrix+_zhematrix operator */
3 inline _zhematrix operator+(const _zhematrix& matA, const _zhematrix& matB)
4 {CPPL_VERBOSE_REPORT;
5 #ifdef CPPL_DEBUG
6  if(matA.n!=matB.n){
7  ERROR_REPORT;
8  std::cerr << "These two matrises can not make a summation." << std::endl
9  << "Your input was (" << matA.n << "x" << matA.n << ") + (" << matB.n << "x" << matB.n << ")." << std::endl;
10  exit(1);
11  }
12 #endif//CPPL_DEBUG
13 
14  for(CPPL_INT j=0; j<matA.n; j++){
15  for(CPPL_INT i=j; i<matA.n; i++){
16  matA.darray[j][i] += matB.darray[j][i];
17  }
18  }
19 
20  matB.destroy();
21  return matA;
22 }
23 
24 //=============================================================================
25 /*! _zhematrix-_zhematrix operator */
26 inline _zhematrix operator-(const _zhematrix& matA, const _zhematrix& matB)
27 {CPPL_VERBOSE_REPORT;
28 #ifdef CPPL_DEBUG
29  if(matA.n!=matB.n){
30  ERROR_REPORT;
31  std::cerr << "These two matrises can not make a subtraction." << std::endl
32  << "Your input was (" << matA.n << "x" << matA.n << ") - (" << matB.n << "x" << matB.n << ")." << std::endl;
33  exit(1);
34  }
35 #endif//CPPL_DEBUG
36 
37  for(CPPL_INT j=0; j<matA.n; j++){
38  for(CPPL_INT i=j; i<matA.n; i++){
39  matA.darray[j][i] -= matB.darray[j][i];
40  }
41  }
42 
43  matB.destroy();
44  return matA;
45 }
46 
47 //=============================================================================
48 /*! _zhematrix*_zhematrix operator */
49 inline _zgematrix operator*(const _zhematrix& matA, const _zhematrix& matB)
50 {CPPL_VERBOSE_REPORT;
51 #ifdef CPPL_DEBUG
52  if(matA.n!=matB.n){
53  ERROR_REPORT;
54  std::cerr << "These two matrises can not make a product." << std::endl
55  << "Your input was (" << matA.n << "x" << matA.n << ") * (" << matB.n << "x" << matB.n << ")." << std::endl;
56  exit(1);
57  }
58 #endif//CPPL_DEBUG
59 
60  matB.complete();
61 
62  zgematrix newmat( matA.n, matB.n );
63  char side ='l';
64  char uplo ='l';
65  comple alpha =comple(1.,0.);
66  comple beta =comple(0.,0.);
67 
68  zhemm_( &side, &uplo, &matA.n, &matB.n, &alpha, matA.array, &matA.n, matB.array, &matB.n, &beta, newmat.array, &newmat.m );
69 
70  matA.destroy();
71  matB.destroy();
72  return _(newmat);
73 }
(DO NOT USE) Smart-temporary Complex Double-precision Hermitian Matrix Class
Definition: _zhematrix.hpp:3
CPPL_INT n
matrix column size
Definition: _zhematrix.hpp:11
_dgematrix i(const _dgbmatrix &mat)
_zgematrix operator*(const _zhematrix &matA, const _zhematrix &matB)
Complex Double-precision General Dence Matrix Class.
Definition: zgematrix.hpp:3
comple * array
1D array to store matrix data
Definition: zgematrix.hpp:11
(DO NOT USE) Smart-temporary Complex Double-precision General Dence Matrix Class
Definition: _zgematrix.hpp:3
void complete() const
comple * array
1D array to store matrix data
Definition: _zhematrix.hpp:12
void destroy() const
_zhematrix operator-(const _zhematrix &matA, const _zhematrix &matB)
CPPL_INT m
matrix row size
Definition: zgematrix.hpp:9
comple ** darray
array of pointers of column head addresses
Definition: _zhematrix.hpp:13
_zhematrix operator+(const _zhematrix &matA, const _zhematrix &matB)
_dcovector _(dcovector &vec)