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`void productc(float *c,float *a, float *b,int ncomplex)`
This routine takes as input a pair of arrays and containing
complex numbers. It multiplies with the complex-conjugate of ,
placing the result in , so that
.
The arguments are:
`a`: Input. An array of complex numbers `a[0..2N-1]` with
`a[2j]` and `a[2j+1]` respectively containing the real and
imaginary parts.
`b`: Input. An array of complex numbers `b[0..2N-1]` with
`b[2j]` and `b[2j+1]` respectively containing the real and
imaginary parts.
`c`: Output. The array of complex numbers `c[0..2N-1]` with
`c[2j]` and `c[2j+1]` respectively containing the real and
imaginary parts of .
`ncomplex`: Input. The number of complex numbers in the arrays.

Note that the two input arrays `a[ ]` and `b[ ]` can be the same
array; or the output array `c[ ]` can be the same as either or both of
the inputs. For example, the following are all valid:

`productc(c,a,a,n)`, which performs the operation
.

`productc(a,a,b,n)`, which performs the operation
.

`productc(a,b,a,n)`, which performs the operation
.

`productc(a,a,a,n)`, which performs the operation
.

Note also that this routine does not allocate any memory itself - your input
and output arrays must be allocated before calling `productc()`.
- Author:
Bruce Allen, ballen@dirac.phys.uwm.edu
- Comments:
None.

** Next:** Function: ratio()
** Up:** GRASP Routines: General purpose
** Previous:** Function: product()
** Contents**
Bruce Allen
2000-11-19