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mtimes3x3.c
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Sat, May 24, 22:09
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Mon, May 26, 22:09 (2 d)
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R6832 iCAPs public
mtimes3x3.c
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#include <math.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, indx1, indx2, indx3;
int numelin;
mxClassID classid;
double *input1r, *input1i, *input2r, *input2i, *output1r, *output1i;
double a[3][3], b[3][3];
double ai[3][3], bi[3][3];
/*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/9; i++)
{
/* real-valued case*/
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
a[indx1][indx2] = input1r[i*9+indx1+indx2*3];
b[indx1][indx2] = input2r[i*9+indx1+indx2*3];
output1r[i*9+indx1+indx2*3] = 0;
}
for (indx3=0; indx3<3; ++indx3)
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
output1r[i*9+indx2+indx3*3] += a[indx2][indx1] * b[indx1][indx3];
}
}
return;
}
else if (input1i == NULL && input2i != NULL)
{
for (i=0; i<numelin/9; i++)
{
/* first input real-valued case, second input complex*/
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
a[indx1][indx2] = input1r[i*9+indx1+indx2*3];
b[indx1][indx2] = input2r[i*9+indx1+indx2*3];
bi[indx1][indx2] = input2i[i*9+indx1+indx2*3];
output1r[i*9+indx1+indx2*3] = 0;
output1i[i*9+indx1+indx2*3] = 0;
}
for (indx3=0; indx3<3; ++indx3)
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
output1r[i*9+indx2+indx3*3] += a[indx2][indx1] * b[indx1][indx3];
output1i[i*9+indx2+indx3*3] += a[indx2][indx1] * bi[indx1][indx3];
}
}
return;
}
else if (input1i != NULL && input2i == NULL)
{
for (i=0; i<numelin/9; i++)
{
/* first input complex-valued, second input real-valued*/
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
a[indx1][indx2] = input1r[i*9+indx1+indx2*3];
b[indx1][indx2] = input2r[i*9+indx1+indx2*3];
ai[indx1][indx2] = input1i[i*9+indx1+indx2*3];
output1r[i*9+indx1+indx2*3] = 0;
output1i[i*9+indx1+indx2*3] = 0;
}
for (indx3=0; indx3<3; ++indx3)
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
output1r[i*9+indx2+indx3*3] += a[indx2][indx1] * b[indx1][indx3];
output1i[i*9+indx2+indx3*3] += ai[indx2][indx1] * b[indx1][indx3];
}
}
return;
}
else
{
for (i=0; i<numelin/9; i++)
{
/* both inputs complex-valued*/
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
a[indx1][indx2] = input1r[i*9+indx1+indx2*3];
b[indx1][indx2] = input2r[i*9+indx1+indx2*3];
ai[indx1][indx2] = input1i[i*9+indx1+indx2*3];
bi[indx1][indx2] = input2i[i*9+indx1+indx2*3];
output1r[i*9+indx1+indx2*3] = 0;
output1i[i*9+indx1+indx2*3] = 0;
}
for (indx3=0; indx3<3; ++indx3)
for (indx2=0; indx2<3; ++indx2)
for (indx1=0; indx1<3; ++indx1)
{
output1r[i*9+indx2+indx3*3] += a[indx2][indx1] * b[indx1][indx3] - ai[indx2][indx1] * bi[indx1][indx3];
output1i[i*9+indx2+indx3*3] += ai[indx2][indx1] * b[indx1][indx3] + a[indx2][indx1] * bi[indx1][indx3];
}
}
return;
}
}
/*in the following c and b are swapped with respect to the above
%a b e f' a' c'
%c d f h b' d'
%
%a*e+b*f a*f'+b*h a' c'
%c*e+d*f c*f'+d*h b' d'
%
%a*e*a'+b*f*a'+a*f'*b'+b*h*b' a*e*c'+b*f*c'+a*f'*d'+b*h*d'
%c*e*a'+d*f*a'+c*f'*b'+d*h*b' c*e*c'+d*f*c'+c*f'*d'+d*h*d'
%
%e*abs(a)^2 + f*(a'*b) + f'*(a*b') + h*abs(b)^2 e*a*c' + f*b*c' + f'*a*d' + h*b*d'
%e*a'*c + f*a'*d + f'*b'*c + h*b'*d e*abs(c)^2 + f*(c'*d) + f'*(c*d') + h*abs(d)^2*/
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