GNU Octave  4.4.1
A high-level interpreted language, primarily intended for numerical computations, mostly compatible with Matlab
op-m-cm.cc
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1 /*
2 
3 Copyright (C) 1996-2018 John W. Eaton
4 
5 This file is part of Octave.
6 
7 Octave is free software: you can redistribute it and/or modify it
8 under the terms of the GNU General Public License as published by
9 the Free Software Foundation, either version 3 of the License, or
10 (at your option) any later version.
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12 Octave is distributed in the hope that it will be useful, but
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14 MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
15 GNU General Public License for more details.
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17 You should have received a copy of the GNU General Public License
18 along with Octave; see the file COPYING. If not, see
19 <https://www.gnu.org/licenses/>.
20 
21 */
22 
23 #if defined (HAVE_CONFIG_H)
24 # include "config.h"
25 #endif
26 
27 #include "mx-m-cm.h"
28 #include "mx-cm-m.h"
29 #include "mx-nda-cnda.h"
30 #include "mx-cnda-nda.h"
31 
32 #include "errwarn.h"
33 #include "ovl.h"
34 #include "ov.h"
35 #include "ov-re-mat.h"
36 #include "ov-flt-re-mat.h"
37 #include "ov-cx-mat.h"
38 #include "ov-flt-cx-mat.h"
39 #include "ov-typeinfo.h"
40 #include "ops.h"
41 #include "xdiv.h"
42 #include "xpow.h"
43 
44 // matrix by complex matrix ops.
45 
46 DEFNDBINOP_OP (add, matrix, complex_matrix, array, complex_array, +)
47 DEFNDBINOP_OP (sub, matrix, complex_matrix, array, complex_array, -)
48 
49 DEFBINOP_OP (mul, matrix, complex_matrix, *)
50 
51 DEFBINOP (trans_mul, matrix, complex_matrix)
52 {
53  const octave_matrix& v1 = dynamic_cast<const octave_matrix&> (a1);
55  = dynamic_cast<const octave_complex_matrix&> (a2);
56 
57  Matrix m1 = v1.matrix_value ();
59 
60  return ComplexMatrix (xgemm (m1, real (m2), blas_trans, blas_no_trans),
61  xgemm (m1, imag (m2), blas_trans, blas_no_trans));
62 }
63 
64 DEFBINOP (div, matrix, complex_matrix)
65 {
66  const octave_matrix& v1 = dynamic_cast<const octave_matrix&> (a1);
68  = dynamic_cast<const octave_complex_matrix&> (a2);
69  MatrixType typ = v2.matrix_type ();
70 
71  ComplexMatrix ret = xdiv (v1.matrix_value (),
72  v2.complex_matrix_value (), typ);
73 
74  v2.matrix_type (typ);
75  return ret;
76 }
77 
78 DEFBINOPX (pow, matrix, complex_matrix)
79 {
80  error ("can't do A ^ B for A and B both matrices");
81 }
82 
83 DEFBINOP (ldiv, matrix, complex_matrix)
84 {
85  const octave_matrix& v1 = dynamic_cast<const octave_matrix&> (a1);
87  = dynamic_cast<const octave_complex_matrix&> (a2);
88  MatrixType typ = v1.matrix_type ();
89 
90  ComplexMatrix ret = xleftdiv (v1.matrix_value (),
91  v2.complex_matrix_value (), typ);
92 
93  v1.matrix_type (typ);
94  return ret;
95 }
96 
97 DEFBINOP (trans_ldiv, matrix, complex_matrix)
98 {
99  const octave_matrix& v1 = dynamic_cast<const octave_matrix&> (a1);
101  = dynamic_cast<const octave_complex_matrix&> (a2);
102  MatrixType typ = v1.matrix_type ();
103 
104  ComplexMatrix ret = xleftdiv (v1.matrix_value (),
106 
107  v1.matrix_type (typ);
108  return ret;
109 }
110 
111 DEFNDCMPLXCMPOP_FN (lt, matrix, complex_matrix, array, complex_array, mx_el_lt)
112 DEFNDCMPLXCMPOP_FN (le, matrix, complex_matrix, array, complex_array, mx_el_le)
113 DEFNDCMPLXCMPOP_FN (eq, matrix, complex_matrix, array, complex_array, mx_el_eq)
114 DEFNDCMPLXCMPOP_FN (ge, matrix, complex_matrix, array, complex_array, mx_el_ge)
115 DEFNDCMPLXCMPOP_FN (gt, matrix, complex_matrix, array, complex_array, mx_el_gt)
116 DEFNDCMPLXCMPOP_FN (ne, matrix, complex_matrix, array, complex_array, mx_el_ne)
117 
118 DEFNDBINOP_FN (el_mul, matrix, complex_matrix, array, complex_array, product)
119 DEFNDBINOP_FN (el_div, matrix, complex_matrix, array, complex_array, quotient)
120 DEFNDBINOP_FN (el_pow, matrix, complex_matrix, array, complex_array, elem_xpow)
121 
122 DEFBINOP (el_ldiv, matrix, complex_matrix)
123 {
124  const octave_matrix& v1 = dynamic_cast<const octave_matrix&> (a1);
126  = dynamic_cast<const octave_complex_matrix&> (a2);
127 
128  return quotient (v2.complex_array_value (), v1.array_value ());
129 }
130 
131 DEFNDBINOP_FN (el_and, matrix, complex_matrix, array, complex_array, mx_el_and)
132 DEFNDBINOP_FN (el_or, matrix, complex_matrix, array, complex_array, mx_el_or)
133 
134 DEFNDCATOP_FN (m_cm, matrix, complex_matrix, array, complex_array, concat)
135 
136 DEFCONV (complex_matrix_conv, matrix, complex_matrix)
137 {
138  const octave_matrix& v = dynamic_cast<const octave_matrix&> (a);
139 
141 }
142 
143 void
145 {
162  el_ldiv);
166  trans_mul);
168  trans_mul);
170  trans_ldiv);
172  trans_ldiv);
173 
175 
180 
182  complex_matrix_conv);
183 }
ComplexColumnVector product(const ComplexColumnVector &x, const ComplexColumnVector &y)
Definition: CColVector.h:150
Matrix matrix_value(bool=false) const
Definition: ov-re-mat.cc:142
#define DEFBINOP(name, t1, t2)
Definition: ops.h:264
octave_value op_el_pow(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1620
#define DEFBINOPX(name, t1, t2)
Definition: ops.h:259
#define INSTALL_BINOP_TI(ti, op, t1, t2, f)
Definition: ops.h:53
characters Given a string matrix
Definition: hex2num.cc:155
octave_value op_eq(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1613
octave_value op_el_ldiv(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1621
void install_m_cm_ops(octave::type_info &ti)
Definition: op-m-cm.cc:144
ComplexNDArray concat(NDArray &ra, ComplexNDArray &rb, const Array< octave_idx_type > &ra_idx)
Definition: CNDArray.cc:653
boolMatrix mx_el_le(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:89
void error(const char *fmt,...)
Definition: error.cc:578
octave_value op_pow(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1608
NDArray array_value(bool=false) const
Definition: ov-re-mat.h:170
#define DEFNDBINOP_FN(name, t1, t2, e1, e2, f)
Definition: ops.h:335
#define DEFBINOP_OP(name, t1, t2, op)
Definition: ops.h:269
const octave_base_value & a2
calling an anonymous function involves an overhead quite comparable to the overhead of an m file function Passing a handle to a built in function is because the interpreter is not involved in the internal loop For a
Definition: cellfun.cc:400
ComplexMatrix complex_matrix_value(bool=false) const
Definition: ov-ch-mat.h:128
octave_value op_div(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1606
then the function must return scalars which will be concatenated into the return array(s). If code
Definition: cellfun.cc:400
octave_value op_el_or(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1623
ComplexColumnVector quotient(const ComplexColumnVector &x, const ComplexColumnVector &y)
Definition: CColVector.h:150
boolMatrix mx_el_ge(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:89
boolMatrix mx_el_gt(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:89
#define INSTALL_CATOP_TI(ti, t1, t2, f)
Definition: ops.h:58
octave_value op_trans_mul(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1634
ComplexNDArray complex_array_value(bool=false) const
Definition: ov-ch-mat.h:134
octave_value elem_xpow(double a, const SparseMatrix &b)
Definition: sparse-xpow.cc:247
octave_value op_el_and(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1622
octave_int< T > pow(const octave_int< T > &a, const octave_int< T > &b)
Matrix xleftdiv(const SparseMatrix &a, const Matrix &b, MatrixType &typ)
Definition: sparse-xdiv.cc:464
boolMatrix mx_el_ne(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:89
Definition: dMatrix.h:36
octave_value op_le(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1612
octave_value op_lt(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1611
octave_value op_el_div(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1619
#define INSTALL_ASSIGNCONV_TI(ti, t1, t2, tr)
Definition: ops.h:71
ComplexMatrix xgemm(const ComplexMatrix &a, const ComplexMatrix &b, blas_trans_type transa, blas_trans_type transb)
Definition: CMatrix.cc:3515
const octave_char_matrix & v2
boolMatrix mx_el_or(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:86
Matrix xdiv(const Matrix &a, const SparseMatrix &b, MatrixType &typ)
Definition: sparse-xdiv.cc:133
octave_value op_ne(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1616
ComplexMatrix trans_mul(const SparseComplexMatrix &m, const ComplexMatrix &a)
Definition: CSparse.cc:7574
boolMatrix mx_el_and(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:86
MatrixType matrix_type(void) const
Definition: ov-base-mat.h:124
octave_value op_add(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1603
octave_value op_ldiv(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1609
ColumnVector imag(const ComplexColumnVector &a)
Definition: dColVector.cc:141
#define DEFNDCMPLXCMPOP_FN(name, t1, t2, e1, e2, f)
Definition: ops.h:346
octave_value op_sub(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1604
#define DEFCONV(name, a_dummy, b_dummy)
Definition: ops.h:206
boolMatrix mx_el_lt(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:89
octave_value op_el_mul(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1618
octave_value op_herm_mul(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1636
ColumnVector real(const ComplexColumnVector &a)
Definition: dColVector.cc:135
#define INSTALL_WIDENOP_TI(ti, t1, t2, f)
Definition: ops.h:75
octave_value op_ge(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1614
#define DEFNDBINOP_OP(name, t1, t2, e1, e2, op)
Definition: ops.h:310
#define DEFNDCATOP_FN(name, t1, t2, e1, e2, f)
Definition: ops.h:382
boolMatrix mx_el_eq(const boolMatrix &m1, const boolMatrix &m2)
Definition: boolMatrix.cc:89
octave_value op_mul(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1605
octave_value op_gt(const octave_value &a1, const octave_value &a2)
Definition: ov.h:1615