GNU Octave  9.1.0
A high-level interpreted language, primarily intended for numerical computations, mostly compatible with Matlab
mx-cm-m.h
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1 // DO NOT EDIT -- generated by mk-ops.awk
2 #if ! defined (octave_mx_cm_m_h)
3 #define octave_mx_cm_m_h 1
4 #include "octave-config.h"
5 #include "CMatrix.h"
6 #include "dMatrix.h"
9  extern OCTAVE_API ComplexMatrix product (const ComplexMatrix&, const Matrix&);
10  extern OCTAVE_API ComplexMatrix quotient (const ComplexMatrix&, const Matrix&);
11  extern OCTAVE_API boolMatrix mx_el_lt (const ComplexMatrix&, const Matrix&);
12  extern OCTAVE_API boolMatrix mx_el_le (const ComplexMatrix&, const Matrix&);
13  extern OCTAVE_API boolMatrix mx_el_ge (const ComplexMatrix&, const Matrix&);
14  extern OCTAVE_API boolMatrix mx_el_gt (const ComplexMatrix&, const Matrix&);
15  extern OCTAVE_API boolMatrix mx_el_eq (const ComplexMatrix&, const Matrix&);
16  extern OCTAVE_API boolMatrix mx_el_ne (const ComplexMatrix&, const Matrix&);
17  extern OCTAVE_API boolMatrix mx_el_and (const ComplexMatrix&, const Matrix&);
18  extern OCTAVE_API boolMatrix mx_el_or (const ComplexMatrix&, const Matrix&);
19 #endif
Definition: dMatrix.h:42
#define OCTAVE_API
Definition: main.cc:55
boolMatrix mx_el_ne(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:36
ComplexMatrix product(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:26
boolMatrix mx_el_ge(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:36
boolMatrix mx_el_gt(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:36
boolMatrix mx_el_and(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:37
boolMatrix mx_el_le(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:36
boolMatrix mx_el_lt(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:36
ComplexMatrix operator+(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:14
boolMatrix mx_el_or(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:37
boolMatrix mx_el_eq(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:36
ComplexMatrix quotient(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:32
ComplexMatrix operator-(const ComplexMatrix &, const Matrix &)
Definition: mx-cm-m.cc:20