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mtimes2x2.c
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Fri, Jul 18, 01:45
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4 KB
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text/x-c
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Sun, Jul 20, 01:45 (2 d)
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blob
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27464317
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R5163 Slepians
mtimes2x2.c
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#include <math.h>
#include <matrix.h>
#include <mex.h>
void
mexFunction
(
int
nlhs
,
mxArray
*
plhs
[],
int
nrhs
,
const
mxArray
*
prhs
[])
{
/*declare variables*/
const
mwSize
*
dims
;
mwIndex
indx
;
int
i
,
numdims
;
int
numelin
;
mxClassID
classid
;
double
*
input1r
,
*
input1i
,
*
input2r
,
*
input2i
,
*
output1r
,
*
output1i
;
double
a
,
b
,
c
,
d
,
e
,
f
,
g
,
h
;
double
ai
,
bi
,
ci
,
di
,
ei
,
fi
,
gi
,
hi
;
/*figure out the classid*/
classid
=
mxGetClassID
(
prhs
[
0
]);
/*check inputs*/
if
(
nrhs
!=
2
)
mexErrMsgTxt
(
"Wrong number of input arguments"
);
/*associate inputs*/
input1r
=
mxGetData
(
prhs
[
0
]);
input1i
=
mxGetImagData
(
prhs
[
0
]);
input2r
=
mxGetData
(
prhs
[
1
]);
input2i
=
mxGetImagData
(
prhs
[
1
]);
/*figure out dimension info and number of elements*/
dims
=
mxGetDimensions
(
prhs
[
0
]);
numdims
=
mxGetNumberOfDimensions
(
prhs
[
0
]);
numelin
=
mxGetNumberOfElements
(
prhs
[
0
]);
/*associate output*/
if
(
input1i
==
NULL
&&
input2i
==
NULL
)
{
plhs
[
0
]
=
mxCreateNumericArray
(
numdims
,
dims
,
classid
,
mxREAL
);
output1r
=
mxGetData
(
plhs
[
0
]);
}
else
{
plhs
[
0
]
=
mxCreateNumericArray
(
numdims
,
dims
,
classid
,
mxCOMPLEX
);
output1r
=
mxGetData
(
plhs
[
0
]);
output1i
=
mxGetImagData
(
plhs
[
0
]);
}
/* do the computation*/
if
(
input1i
==
NULL
&&
input2i
==
NULL
)
{
for
(
i
=
0
;
i
<
numelin
/
4
;
i
++
)
{
a
=
input1r
[
i
*
4
];
b
=
input1r
[
i
*
4
+
1
];
c
=
input1r
[
i
*
4
+
2
];
d
=
input1r
[
i
*
4
+
3
];
e
=
input2r
[
i
*
4
];
f
=
input2r
[
i
*
4
+
1
];
g
=
input2r
[
i
*
4
+
2
];
h
=
input2r
[
i
*
4
+
3
];
output1r
[
i
*
4
]
=
a
*
e
+
c
*
f
;
output1r
[
i
*
4
+
1
]
=
b
*
e
+
d
*
f
;
output1r
[
i
*
4
+
2
]
=
a
*
g
+
c
*
h
;
output1r
[
i
*
4
+
3
]
=
b
*
g
+
d
*
h
;
}
return
;
}
else
if
(
input1i
==
NULL
)
{
for
(
i
=
0
;
i
<
numelin
/
4
;
i
++
)
{
/*matrix 1*/
a
=
input1r
[
i
*
4
];
b
=
input1r
[
i
*
4
+
1
];
c
=
input1r
[
i
*
4
+
2
];
d
=
input1r
[
i
*
4
+
3
];
/*matrix 2*/
e
=
input2r
[
i
*
4
];
f
=
input2r
[
i
*
4
+
1
];
g
=
input2r
[
i
*
4
+
2
];
h
=
input2r
[
i
*
4
+
3
];
ei
=
input2i
[
i
*
4
];
fi
=
input2i
[
i
*
4
+
1
];
gi
=
input2i
[
i
*
4
+
2
];
hi
=
input2i
[
i
*
4
+
3
];
/*fill in the real part of the output matrix*/
output1r
[
i
*
4
]
=
a
*
e
+
c
*
f
;
output1r
[
i
*
4
+
1
]
=
b
*
e
+
d
*
f
;
output1r
[
i
*
4
+
2
]
=
a
*
g
+
c
*
h
;
output1r
[
i
*
4
+
3
]
=
b
*
g
+
d
*
h
;
/*fill in the imaginary part of the output matrix*/
output1i
[
i
*
4
]
=
a
*
ei
+
c
*
fi
;
output1i
[
i
*
4
+
1
]
=
b
*
ei
+
d
*
fi
;
output1i
[
i
*
4
+
2
]
=
a
*
gi
+
c
*
hi
;
output1i
[
i
*
4
+
3
]
=
b
*
gi
+
d
*
hi
;
}
return
;
}
else
if
(
input2i
==
NULL
)
{
for
(
i
=
0
;
i
<
numelin
/
4
;
i
++
)
{
/*matrix 1*/
a
=
input1r
[
i
*
4
];
b
=
input1r
[
i
*
4
+
1
];
c
=
input1r
[
i
*
4
+
2
];
d
=
input1r
[
i
*
4
+
3
];
ai
=
input1i
[
i
*
4
];
bi
=
input1i
[
i
*
4
+
1
];
ci
=
input1i
[
i
*
4
+
2
];
di
=
input1i
[
i
*
4
+
3
];
/*matrix 2*/
e
=
input2r
[
i
*
4
];
f
=
input2r
[
i
*
4
+
1
];
g
=
input2r
[
i
*
4
+
2
];
h
=
input2r
[
i
*
4
+
3
];
/*fill in the real part of the output matrix*/
output1r
[
i
*
4
]
=
a
*
e
+
c
*
f
;
output1r
[
i
*
4
+
1
]
=
b
*
e
+
d
*
f
;
output1r
[
i
*
4
+
2
]
=
a
*
g
+
c
*
h
;
output1r
[
i
*
4
+
3
]
=
b
*
g
+
d
*
h
;
/*fill in the imaginary part of the output matrix*/
output1i
[
i
*
4
]
=
ai
*
e
+
ci
*
f
;
output1i
[
i
*
4
+
1
]
=
bi
*
e
+
di
*
f
;
output1i
[
i
*
4
+
2
]
=
ai
*
g
+
ci
*
h
;
output1i
[
i
*
4
+
3
]
=
bi
*
g
+
di
*
h
;
}
return
;
}
else
{
for
(
i
=
0
;
i
<
numelin
/
4
;
i
++
)
{
/*matrix 1*/
a
=
input1r
[
i
*
4
];
b
=
input1r
[
i
*
4
+
1
];
c
=
input1r
[
i
*
4
+
2
];
d
=
input1r
[
i
*
4
+
3
];
ai
=
input1i
[
i
*
4
];
bi
=
input1i
[
i
*
4
+
1
];
ci
=
input1i
[
i
*
4
+
2
];
di
=
input1i
[
i
*
4
+
3
];
/*matrix 2*/
e
=
input2r
[
i
*
4
];
f
=
input2r
[
i
*
4
+
1
];
g
=
input2r
[
i
*
4
+
2
];
h
=
input2r
[
i
*
4
+
3
];
ei
=
input2i
[
i
*
4
];
fi
=
input2i
[
i
*
4
+
1
];
gi
=
input2i
[
i
*
4
+
2
];
hi
=
input2i
[
i
*
4
+
3
];
/*fill in the real part of the output matrix*/
output1r
[
i
*
4
]
=
(
a
*
e
-
ai
*
ei
)
+
(
c
*
f
-
ci
*
fi
);
output1r
[
i
*
4
+
1
]
=
(
b
*
e
-
bi
*
ei
)
+
(
d
*
f
-
di
*
fi
);
output1r
[
i
*
4
+
2
]
=
(
a
*
g
-
ai
*
gi
)
+
(
c
*
h
-
ci
*
hi
);
output1r
[
i
*
4
+
3
]
=
(
b
*
g
-
bi
*
gi
)
+
(
d
*
h
-
di
*
hi
);
/*fill in the imaginary part of the output matrix*/
output1i
[
i
*
4
]
=
(
ai
*
e
+
a
*
ei
)
+
(
ci
*
f
+
c
*
fi
);
output1i
[
i
*
4
+
1
]
=
(
bi
*
e
+
b
*
ei
)
+
(
di
*
f
+
d
*
fi
);
output1i
[
i
*
4
+
2
]
=
(
ai
*
g
+
a
*
gi
)
+
(
ci
*
h
+
c
*
hi
);
output1i
[
i
*
4
+
3
]
=
(
bi
*
g
+
b
*
gi
)
+
(
di
*
h
+
d
*
hi
);
}
return
;
}
}
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