代码搜索:Bernoulli

找到约 115 项符合「Bernoulli」的源代码

代码结果 115
www.eeworm.com/read/192119/8403266

h rvgs.h

/* ------------------------------------------------------------- * Name : rvgs.h (header file for the library rvgs.c) * Author : Steve Park & Dave Geyer * Language : ANS
www.eeworm.com/read/187617/8618150

51514

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www.eeworm.com/read/371706/9540941

m laplace.m

function [x] = laplace(N,lambda); %LAPLACE: compute laplace deviates with parameter lambda % f(x) = 1/2/lambda * e{-{x}/lambda}... % % [x] = laplace(N,lambda); % % IN N: Number of dev
www.eeworm.com/read/433808/7908132

m itergs_sp.m

function [gamnew, probnew, QqrN, RqrN, swit]= ... itergs_sp(gamprec,probprec,X,Ytilde,QqrP,RqrP,k,delta,w,v1); %itergs_sp: Gibbs Sampler - Selection prior - Single iteration %************************
www.eeworm.com/read/300891/13883357

m laplace.m

function [x] = laplace(N,lambda); %LAPLACE: compute laplace deviates with parameter lambda % f(x) = 1/2/lambda * e{-{x}/lambda}... % % [x] = laplace(N,lambda); % % IN N: Number of dev
www.eeworm.com/read/251885/12313626

h rvgs.h

/* ------------------------------------------------------------- * Name : rvgs.h (header file for the library rvgs.c) * Author : Steve Park & Dave Geyer * Language : ANS
www.eeworm.com/read/233013/14173802

m laplace.m

function [x] = laplace(N,lambda); %LAPLACE: compute laplace deviates with parameter lambda % f(x) = 1/2/lambda * e{-{x}/lambda}... % % [x] = laplace(N,lambda); % % IN N: Number of dev
www.eeworm.com/read/393898/8255703

h rvgs.h

/* ------------------------------------------------------------- * Name : rvgs.h (header file for the library rvgs.c) * Author : Steve Park & Dave Geyer * Language : ANS
www.eeworm.com/read/361413/10054073

m mutation.m

function res=mutation(grp,p_mutation,numSVM) res=zeros(99,numSVM); for i=1:99 for j=1:numSVM if Bernoulli(p_mutation) grp(i,j)=not(grp(i,j)); end end
www.eeworm.com/read/212797/6962548

m vtb6.m

function vtb6 % VTB6 % % VTB6_1 Natural frequencies and mode shapes of a uniform bar. % VTB6_2 Torsional natural frequencies and mode shapes of a % uniform bar. % VTB6_3 Natural frequencies a