代码搜索:Matrix

找到约 10,000 项符合「Matrix」的源代码

代码结果 10,000
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m mmln.m

function [mi,sigma,solution,minp,topp,N,t]=mmln(X,epsilon,tmax,t,N) % MMLN Minimax learning for Gaussian distribution. % [mi,sigma,solution,minp,topp,N,t]=mmln(X,epsilon,tmax,t,N) % % MMLN implem
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m anal2.m

function [E,Nc,mC,T] = anal2(M,D,st,s); % % Ph.D. Thesis % Copyright by Leandro Nunes de Castro % March, 2000 % Immune Network (iNet) - Description in iNet.doc % Function determines the Minima
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c mmsub.c

void MMsub( Matrix a, Matrix b, Matrix c, int m, int r, int s, int n) { int i,j; if((m>0)&&(n>0)&&(m==s)&&(r==n)) {
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c transpose.c

void transpose( Matrix a, Matrix b, int m, int n) { int i,j; if((m>0)&&(n>0)) { for(i=0;i
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c expm.c

void expm( Matrix A, Matrix B, int m) { Matrix AT,s; int i,j; double k; for(i=0;i
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c mmadd.c

void MMadd( Matrix a, Matrix b, Matrix c, int m, int r, int s, int n) { int i,j; if((m>0)&&(n>0)&&(m==s)&&(r==n)) {
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c discrete.c

void discrete( Matrix A, Matrix B, Matrix F, Matrix G, double T, int m, int n) { Matri
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m iszero.m

function yesno = iszero(S) % ISZERO -- checks whether a symbolic matrix contains only zeros % % yesno = iszero(S) % % If the symbolic matrix S contains only entries which can be % converted to
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m longinv.m

function Pinv = longinv(P) % LONGINV -- brute force inverse of matrix polynomial % % Pinv = longinv(P) % % Caution: this is done by the adjoint formula for matrix inverses % (Cramer's r
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m vertcat.m

function P = vertcat(varargin) % VERTCAT -- vertical concatenation of matrix polynomials % % P = vertcat(P1,P2,P3,...) % P = [P1;P2;P3,...] % % This function is not meant to be c