代码搜索：Matrices

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html http:^^www.cs.dartmouth.edu^courseguide^grad^cs_106.html

Date: Wed, 20 Nov 1996 22:11:30 GMT Server: NCSA/1.4.2 Content-type: text/html Last-modified: Tue, 03 Sep 1996 13:09:45 GMT Content-length: 1477 Numerical Linear Algebra
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www.eeworm.com/read/218613/14912790

m paulixyz.m

% paulixyz Pauli matrices % Defines x,y,z and e as the 2x2 Pauli spin % matrices and the identity. % Copyright (C) 2005 Geza Toth E.mail: toth@alumni.nd.edu % % This program is free softwar
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www.eeworm.com/read/114869/15035126

pas eigensym.pas

{ ********************************************************************** * Program EIGENSYM.PAS * * Version 1.5d
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www.eeworm.com/read/206614/15292999

txt readme.txt

the attached utility is a work I've submitted to the university It shows what a jpeg compression is all about. the function implements the DCT transform, using a matrix operator. note that matlab
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www.eeworm.com/read/167185/5462095

c hdmtrace.c

double hdmtrace(M1,iM1,M2,iM2,n) /* M1 and M2 are hermitian matrices, hdmtrace produces the trace of the product of the two matrices, which is real */ double M1[],M2[],iM1[],iM2[]; int n; { int j,k,j
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c dmmult.c

dmmult(a,b,c,n)/* multiply of matrices */ /* c=a*b */ register double *a,*b,*c; register int n; { register int i,j; register double *s; double dot(); for(i=0;i
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c hdmtrace.c

double hdmtrace(M1,iM1,M2,iM2,n) /* M1 and M2 are hermitian matrices, hdmtrace produces the trace of the product of the two matrices, which is real */ double M1[],M2[],iM1[],iM2[]; int n; { int j,k,j
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c dmmult.c

dmmult(a,b,c,n)/* multiply of matrices */ /* c=a*b */ register double *a,*b,*c; register int n; { register int i,j; register double *s; double dot(); for(i=0;i
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www.eeworm.com/read/475765/6777744

m p3_25.m

% P3_25.M Determine rank of A and A' % % A=input('Input the matrix A '); A % Display A At=A' % and A transpose rankA=rank(A) % Compute ranks rankAt=rank(At) % % Are t
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www.eeworm.com/read/473219/6849067

m basicsex.m

clc echo on %********************************************************* % % Basic manipulation of variables and constraints % %********************************************************* % % Let
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