代码搜索:generalized

找到约 2,645 项符合「generalized」的源代码

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m pandr.m

function varargout = pandr(model,distrib) % PANDR Visualizes solution of the Generalized Anderson's task. % % Synopsis: % h = pandr(model) % % Description: % It vizualizes solution of the Gen
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m gedrnd.m

function random = gedrnd(n,nu) % PURPOSE: % Generates Deviates from the Generalized Error Distribution % This is the same as the Exponential Power Distn with the single exception % %
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m inv.m

function r = inv(x) % GPOSYNOMIAL/INV Inverse function is only allowed for generalized posynomials % that are actually monomials. % if ismonomial(x) x = eval( x, {'' []} ); r = in
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m glminit.m

function net = glminit(net, prior) %GLMINIT Initialise the weights in a generalized linear model. % % Description % % NET = GLMINIT(NET, PRIOR) takes a generalized linear model NET and % sets the weig
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m demglm2.m

%DEMGLM2 Demonstrate simple classification using a generalized linear model. % % Description % The problem consists of a two dimensional input matrix DATA and a % vector of classifications T. The da
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m glminit.m

function net = glminit(net, prior) %GLMINIT Initialise the weights in a generalized linear model. % % Description % % NET = GLMINIT(NET, PRIOR) takes a generalized linear model NET and % sets th
www.eeworm.com/read/140851/13059398

m demglm2.m

%DEMGLM2 Demonstrate simple classification using a generalized linear model. % % Description % The problem consists of a two dimensional input matrix DATA and a % vector of classifications T. Th
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m glminit.m

function net = glminit(net, prior) %GLMINIT Initialise the weights in a generalized linear model. % % Description % % NET = GLMINIT(NET, PRIOR) takes a generalized linear model NET and % sets th
www.eeworm.com/read/138798/13212445

m demglm2.m

%DEMGLM2 Demonstrate simple classification using a generalized linear model. % % Description % The problem consists of a two dimensional input matrix DATA and a % vector of classifications T. Th
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res rgrun.res

Sample data set for generalized runs test with N = 9, CFORM = 4 and G = 2. GENERALIZED RUNS PERMUTATION PROCEDURES (RGRUN) I