代码搜索:Definite

找到约 349 项符合「Definite」的源代码

代码结果 349
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m dualdiag.m

function [a,d]=dualdiag(w,b) %DUALDIAG Simultaneous diagonalisation of two hermitian matrices [A,D]=(W,B) % Given two hermitian matrices W and B with W positive definite, this routine % calculates
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m dualdiag.m

function [a,d]=dualdiag(w,b) %DUALDIAG Simultaneous diagonalisation of two hermitian matrices [A,D]=(W,B) % Given two hermitian matrices W and B with W positive definite, this routine % calculates
www.eeworm.com/read/232058/14209413

m udut.m

function [U,D]=udut(R) % function [U,D]=udut(R) % Computes the Upper-Lower UDL decomposition of a % symmetric positive definite matrix. % % Programmed by: Dimitris Manolakis, 1996 % %---------
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m dualdiag.m

function [a,d]=dualdiag(w,b) %DUALDIAG Simultaneous diagonalisation of two hermitian matrices [A,D]=(W,B) % Given two hermitian matrices W and B with W positive definite, this routine % calculates
www.eeworm.com/read/223158/14651656

m dualdiag.m

function [a,d]=dualdiag(w,b) %DUALDIAG Simultaneous diagonalisation of two hermitian matrices [A,D]=(W,B) % Given two hermitian matrices W and B with W positive definite, this routine % calculates
www.eeworm.com/read/215197/15070719

m dualdiag.m

function [a,d]=dualdiag(w,b) %DUALDIAG Simultaneous diagonalisation of two hermitian matrices [A,D]=(W,B) % Given two hermitian matrices W and B with W positive definite, this routine % calculates
www.eeworm.com/read/214970/15081404

m dualdiag.m

function [a,d]=dualdiag(w,b) %DUALDIAG Simultaneous diagonalisation of two hermitian matrices [A,D]=(W,B) % Given two hermitian matrices W and B with W positive definite, this routine % calculates
www.eeworm.com/read/483095/1280373

m table6pt8test.m

% % Grewal & Andrews, Kalman Filtering Theory and Practice Using MATLAB, 3rd % Edition, Wiley, 2008. % % Test of algorithms listed in Table 6.8, for inversion of symmetric % positive definite mat
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c cholesky.c

cholesky(M,A,n) /* routine destroys M but finds A such that M=At*A */ /* M symmetric (toeplitz?) A upper triangular */ /* 0 normal return, 1 M singular, 2 M negative definite (???) */ register int
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c cholesky.c

cholesky(M,A,n) /* routine destroys M but finds A such that M=At*A */ /* M symmetric (toeplitz?) A upper triangular */ /* 0 normal return, 1 M singular, 2 M negative definite (???) */ register int