代码搜索：congruence

找到约 67 项符合「congruence」的源代码

代码结果 67
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m congruence.m

function res = congruence(p0,n) p = zeros(n,1); premier=1500007; %nombre premier impos
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asv congruence.asv

function res = congruence(p0,n) p = zeros(n,1); prem=1500007; %nombre premier A=1300; %racine primitive de P p(1)=max(1,rem(p0,prem)); %s'assure que 1
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jpg courbe2_congruence.jpg

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asv moyenne_variance_congruence.asv

N=1000; x=congruence(5,N); S=0; for k=1:N; S=S+x(k); %x(k+1)=x(k)+x(k+1); end xmoyenne=S/N; P=0; for k=1:N; P=P+(x(k))^2; end xvariance=P/N-xmoyenne^2;
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m moyenne_variance_congruence.m

N=5000; x=congruence(5,N); S=0; for k=1:N; S=S+x(k); %x(k+1)=x(k)+x(k+1); end xmoyenne=S/N; P=0; for k=1:N; P=P+(x(k))^2; end xvariance=P/N-xmoyenne^2;
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m conload.m

function Bcon=conload(X,model,mode,options); %CONLOAD Congruence loadings for PARAFAC, TUCKER and NPLS % Determines congruence (earlier known as correlation) loadings % for a specific mode of a
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m solvlincong.m

function x = solvlincong(a,m,b) % % Ddetermine the solution to the linear congruence % a x equiv b (mod m), if it exists % % function x = solvlincong(a,m,b) % Copyright 1999 by Todd K. Moon
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m congruenceblocks.m

function N = congruenceblocks(exponent_m,exponent_p,options,csclasses) %CONGRUENCEBLOCKS Partitions monomials based on sign symmetry % % V = CONGRUENCEBLOCKS(P) % % Input % V : Vector with SDPV
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m congruenceblocks.m

function N = congruenceblocks(exponent_m,exponent_p,options,csclasses) %CONGRUENCEBLOCKS Partitions monomials based on sign symmetry % % V = CONGRUENCEBLOCKS(P) % % Input % V : Vector with SDPV
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m congruenceblocks.m

function N = congruenceblocks(exponent_m,exponent_p,options,csclasses) %CONGRUENCEBLOCKS Internal function to reduce monomials in SOS problem % Author Johan L鰂berg % $Id: congruenceblocks.m,v 1.8
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