代码搜索:kernel

找到约 10,000 项符合「kernel」的源代码

代码结果 10,000
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m featselmargdif.m

function [RankedVariables,nbsvvec,Values]=FeatSelmargdif(x,y,c,kernel,kerneloption,verbose,span,FeatSeloption) % Usage % % [RankedVariables,nbsvvec,Values]=FeatSelmargdif(x,y,c,kernel,kernelo
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m featselkernelderivative.m

function [kernelderiv_1,kernelderiv_2]=featselkernelderivative(k,x_k,kernel,kerneloption,method,x) % % Process the kernel derivative with regards to variable k % % k is an already process
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m featselr2w2diff.m

function [RankedVariables,nbsvvec,Values]=FeatSelr2w2(x,y,c,kernel,kerneloption,verbose,span,FeatSeloption) % Usage % % [RankedVariables,nbsvvec,Values]=FeatSelr2w2(x,y,c,kernel,kerneloption,v
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m featselr2w2.m

function [RankedVariables,values]=FeatSelr2w2(x,y,c,kernel,kerneloption,verbose,span,FeatSeloption) % Usage % % [RankedVariables,values]=FeatSelr2w2(x,y,c,kernel,kerneloption,verbose,span,Fea
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m featselmargin.m

function [RankedVariables,nbsv,values]=FeatSelmargin(x,y,c,kernel,kerneloption,verbose,span,FeatSeloption) % Usage % % [RankedVariables,nbsv,values]=FeatSelmargin(x,y,c,kernel,kerneloption,verb
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m kernelpcaproj.m

function feature=kernelpcaproj(xpca,xtest,eigvect,kernel,kerneloption,eigvectind); % % % % % % nxpca=size(xpca,1); nxtest=size(xtest,1); Ktest=svmkernel(xtest,kernel,kerneloption,xpca);
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m svmclassls.m

function [xsup,w,b,pos,timeps,alpha,status,cost]=svmclassLS(x,y,c,lambda,kernel,kerneloption,verbose,span,qpsize,chunksize,alphainit) % % [xsup,w,b,pos,timeps,alpha,status,cost]]=svmclassLS(x,y
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m lpsvmreg.m

function [xsup,ysup,w,b,pos]=LPsvmreg(xapp,yapp,C,epsilon,lambda,kernel,kerneloption,verbose) % USAGE % % [xsup,w,b,pos]=LPsvmclass(xapp,yapp,C,epsilon,lambda,kernel,kerneloption,verbose)
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m svmmulticlassoneagainstall.m

function [xsup,w,b,nbsv,pos,obj]=svmmulticlass(x,y,nbclass,c,epsilon,kernel,kerneloption,verbose,warmstart); % USAGE [xsup,w,b,nbsv,pos,obj]=svmmulticlass(x,y,nbclass,c,epsilon,kernel,kerneloption,
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m rbf.m

function ker = rbf(arg) % RBF % % Construct a Gaussian radial basis function (RBF) kernel object, % % K(x1, x2) = exp(-gamma.*sum((x1 - x2).^2)) % % Examples: % % % default constructo