GNU Octave
3.8.0
A high-level interpreted language, primarily intended for numerical computations, mostly compatible with Matlab
Main Page
Namespaces
Classes
Files
File List
File Members
All
Classes
Namespaces
Files
Functions
Variables
Typedefs
Enumerations
Enumerator
Properties
Friends
Macros
Pages
libinterp
operators
op-m-cs.cc
Go to the documentation of this file.
1
/*
2
3
Copyright (C) 1996-2013 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 the
9
Free Software Foundation; either version 3 of the License, or (at your
10
option) any later version.
11
12
Octave is distributed in the hope that it will be useful, but WITHOUT
13
ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
14
FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
15
for more details.
16
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
<http://www.gnu.org/licenses/>.
20
21
*/
22
23
#ifdef HAVE_CONFIG_H
24
#include <config.h>
25
#endif
26
27
#include "
mx-m-cs.h
"
28
#include "
mx-cs-m.h
"
29
#include "
mx-nda-cs.h
"
30
#include "
mx-cs-nda.h
"
31
32
#include "
gripes.h
"
33
#include "
oct-obj.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-complex.h
"
40
#include "
ov-typeinfo.h
"
41
#include "
ops.h
"
42
#include "
xdiv.h
"
43
#include "
xpow.h
"
44
45
// matrix by complex scalar ops.
46
47
DEFNDBINOP_OP
(add, matrix, complex, array, complex, +)
48
DEFNDBINOP_OP
(sub, matrix, complex, array, complex, -)
49
DEFNDBINOP_OP
(mul, matrix, complex, array, complex, *)
50
51
DEFBINOP
(div, matrix, complex)
52
{
53
CAST_BINOP_ARGS
(
const
octave_matrix
&,
const
octave_complex
&);
54
55
Complex
d
=
v2
.
complex_value
();
56
57
if
(d == 0.0)
58
gripe_divide_by_zero
();
59
60
return
octave_value
(
v1
.
array_value
() /
d
);
61
}
62
63
DEFBINOP_FN
(
pow
, matrix, complex,
xpow
)
64
65
DEFBINOP
(ldiv, matrix, complex)
66
{
67
CAST_BINOP_ARGS
(
const
octave_matrix
&,
const
octave_complex
&);
68
69
Matrix
m1 =
v1
.
matrix_value
();
70
ComplexMatrix
m2 =
v2
.
complex_matrix_value
();
71
MatrixType
typ =
v1
.
matrix_type
();
72
73
ComplexMatrix
ret =
xleftdiv
(m1, m2, typ);
74
75
v1
.
matrix_type
(typ);
76
return
ret;
77
}
78
79
DEFNDCMPLXCMPOP_FN
(lt, matrix, complex, array, complex,
mx_el_lt
)
80
DEFNDCMPLXCMPOP_FN
(le, matrix, complex, array, complex,
mx_el_le
)
81
DEFNDCMPLXCMPOP_FN
(eq, matrix, complex, array, complex,
mx_el_eq
)
82
DEFNDCMPLXCMPOP_FN
(ge, matrix, complex, array, complex,
mx_el_ge
)
83
DEFNDCMPLXCMPOP_FN
(gt, matrix, complex, array, complex,
mx_el_gt
)
84
DEFNDCMPLXCMPOP_FN
(ne, matrix, complex, array, complex,
mx_el_ne
)
85
86
DEFNDBINOP_OP
(el_mul, matrix, complex, array, complex, *)
87
88
DEFBINOP
(el_div, matrix, complex)
89
{
90
CAST_BINOP_ARGS
(
const
octave_matrix
&,
const
octave_complex
&);
91
92
Complex
d
=
v2
.
complex_value
();
93
94
if
(d == 0.0)
95
gripe_divide_by_zero
();
96
97
return
octave_value
(
v1
.
array_value
() /
d
);
98
}
99
100
DEFNDBINOP_FN
(el_pow, matrix, complex, array, complex,
elem_xpow
)
101
102
DEFBINOP
(el_ldiv, matrix, complex)
103
{
104
CAST_BINOP_ARGS
(
const
octave_matrix
&,
const
octave_complex
&);
105
106
return
x_el_div
(
v2
.
complex_value
(),
v1
.
array_value
());
107
}
108
109
DEFNDBINOP_FN
(el_and, matrix, complex, array, complex,
mx_el_and
)
110
DEFNDBINOP_FN
(el_or, matrix, complex, array, complex,
mx_el_or
)
111
112
DEFNDCATOP_FN
(m_cs, matrix, complex, array, complex_array,
concat
)
113
114
void
115
install_m_cs_ops
(
void
)
116
{
117
INSTALL_BINOP
(
op_add
,
octave_matrix
,
octave_complex
, add);
118
INSTALL_BINOP
(
op_sub
,
octave_matrix
,
octave_complex
, sub);
119
INSTALL_BINOP
(
op_mul
,
octave_matrix
,
octave_complex
, mul);
120
INSTALL_BINOP
(
op_div
,
octave_matrix
,
octave_complex
, div);
121
INSTALL_BINOP
(
op_pow
,
octave_matrix
,
octave_complex
,
pow
);
122
INSTALL_BINOP
(
op_ldiv
,
octave_matrix
,
octave_complex
, ldiv);
123
INSTALL_BINOP
(
op_lt
,
octave_matrix
,
octave_complex
, lt);
124
INSTALL_BINOP
(
op_le
,
octave_matrix
,
octave_complex
, le);
125
INSTALL_BINOP
(
op_eq
,
octave_matrix
,
octave_complex
, eq);
126
INSTALL_BINOP
(
op_ge
,
octave_matrix
,
octave_complex
, ge);
127
INSTALL_BINOP
(
op_gt
,
octave_matrix
,
octave_complex
, gt);
128
INSTALL_BINOP
(
op_ne
,
octave_matrix
,
octave_complex
, ne);
129
INSTALL_BINOP
(
op_el_mul
,
octave_matrix
,
octave_complex
, el_mul);
130
INSTALL_BINOP
(
op_el_div
,
octave_matrix
,
octave_complex
, el_div);
131
INSTALL_BINOP
(
op_el_pow
,
octave_matrix
,
octave_complex
, el_pow);
132
INSTALL_BINOP
(
op_el_ldiv
,
octave_matrix
,
octave_complex
, el_ldiv);
133
INSTALL_BINOP
(
op_el_and
,
octave_matrix
,
octave_complex
, el_and);
134
INSTALL_BINOP
(
op_el_or
,
octave_matrix
,
octave_complex
, el_or);
135
136
INSTALL_CATOP
(
octave_matrix
,
octave_complex
, m_cs);
137
138
INSTALL_ASSIGNCONV
(
octave_matrix
,
octave_complex
,
octave_complex_matrix
);
139
INSTALL_ASSIGNCONV
(
octave_float_matrix
,
octave_complex
,
140
octave_float_complex_matrix
);
141
}
Generated on Mon Dec 30 2013 03:04:36 for GNU Octave by
1.8.1.2