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infinite_norm_error(3P)	    Sun Performance Library    infinite_norm_error(3P)

NAME
       infinite_norm_error: cinfinite_norm_error, dinfinite_norm_error, sinfi‐
       nite_norm_error, zinfinite_norm_error  -	 A  utility  function  of  the
       SuperLU	solver	that computes the infinity-norm of an array of vectors
       that are approximations to the exact solution vector.

SYNOPSIS
       #include <sunperf.h>

       void sinfinite_norm_error(int n, SuperMatrix *X,	 float	*exact,	 float
		 *err);

       void  dinfinite_norm_error(int n, SuperMatrix *X, double *exact, double
		 *err);

       void cinfinite_norm_error(int n, SuperMatrix *X, complex *exact,	 float
		 *err);

       void  zinfinite_norm_error(int n, SuperMatrix *X, doublecomplex *exact,
		 double *err);

       void sinfinite_norm_error_64(long  n,  SuperMatrix  *X,	float  *exact,
		 float *err);

       void  dinfinite_norm_error_64(long  n,  SuperMatrix  *X, double *exact,
		 double *err);

       void cinfinite_norm_error_64(long n, SuperMatrix	 *X,  complex  *exact,
		 float *err);

       void  zinfinite_norm_error_64(long  n,  SuperMatrix  *X,	 doublecomplex
		 *exact, double *err);

PURPOSE
       infinite_norm_error[_64]	      (dinfinite_norm_error[_64],	cinfi‐
       nite_norm_error[_64], zinfinite_norm_error[_64]) computes the infinity-
       norms of n computed solution vectors.  The  computed  solution  vectors
       are  stored  as	an  array of n vectors in a SuperMatrix while the true
       solution vector exact is stored as a dense vector.

       for i = 1, n
	 [computed(1:m,i) - exact(1:m)]_inf= err(i)
       end

ARGUMENTS
       int n (input)
		 Number of computed solution vectors

       SuperMatrix *X (input)
		 X is the  SuperMatrix	in  which  the	computed  vectors  are
		 stored.   The length of each vector and the leading dimension
		 of the array of vectors are also stored in X.

       float *exact (input)
		 exact is the exact solution vector.

       float *err (input)
		 err is a vector of length n containing the  infinity-norm  of
		 each vector in X.

COPYRIGHT
       Copyright  (c)  2003,  The  Regents  of	the  University of California,
       through Lawrence Berkeley National Laboratory (subject  to  receipt  of
       any required approvals from U.S. Dept. of Energy)

SEE ALSO
       SuperMatrix

       http://crd.lbl.gov/~xiaoye/SuperLU/

       James  W.  Demmel,  Stanley C. Eisenstat, John R. Gilbert, Xiaoye S. Li
       and Joseph W. H. Liu, "A supernodal approach to sparse  partial	pivot‐
       ing",  SIAM J. Matrix Analysis and Applications, Vol. 20, Num. 3, 1999,
       pp. 720-755.

				  6 Mar 2009	       infinite_norm_error(3P)
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