代码搜索：Regularization
找到约 355 项符合「Regularization」的源代码
代码结果 355
www.eeworm.com/read/172172/9722082
m leaveoneout_lssvm.m
function [costs, z, yh, model] = leaveoneout_lssvm(model,gams, estfct)
% Fast leave-one-out cross-validation for the LS-SVM based on one full matrix inversion
%
% >> cost = leaveoneout_lssvm({X,Y,typ
www.eeworm.com/read/367440/9748442
m leaveoneout_lssvm.m
function [costs, z, yh, model] = leaveoneout_lssvm(model,gams, estfct)
% Fast leave-one-out cross-validation for the LS-SVM based on one full matrix inversion
%
% >> cost = leaveoneout_lssvm({X,Y,typ
www.eeworm.com/read/411382/11247776
m rbf.m
function w = rbf(x, t, d, sigma, lam)
% function w = rbf(x,t,d,sigma,lam)
%
% Determines weights for a regularized radial basis function network.
%
% x - data
% t - centers
% d - de
www.eeworm.com/read/201218/15413208
m leaveoneout_lssvm.m
function [costs, z, yh, model] = leaveoneout_lssvm(model,gams, estfct)
% Fast leave-one-out cross-validation for the LS-SVM based on one full matrix inversion
%
% >> cost = leaveoneout_lssvm({X,Y,typ
www.eeworm.com/read/200886/15420846
m getpartialloglikeforu.m
function [partialLogLike uMat]= getPartialLogLikeForU(tmpScales,G,...
gammaSum5,gammaSum6,tmpU,sig2inv,zPhi)
hmmTerms = zeros(1,G.numBins);
regLike = zeros(1,G.numBins);
%tmpScales
www.eeworm.com/read/289487/8548531
m exlar1.m
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%
% Multiple Kernel Estimation using the KBP
% the plotting describes the regularization path
%
%
% Paper :
% V. Gui
www.eeworm.com/read/431675/8662129
m ldc.m
%LDC Linear Discriminant Classifier
%
% W = ldc(A,r,s)
%
% Computation of a linear discriminant between the classes of the
% dataset A assuming normal densities with equal covariance
% matrices.
www.eeworm.com/read/428269/8880210
m exlar1.m
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%
% Multiple Kernel Estimation using the KBP
% the plotting describes the regularization path
%
%
% Paper :
% V. Gui
www.eeworm.com/read/372996/9480717
m l_curve.m
function [reg_corner,rho,eta,reg_param] = l_curve(U,sm,b,method,L,V)
%L_CURVE Plot the L-curve and find its "corner".
%
% [reg_corner,rho,eta,reg_param] =
% l_curve(U,s,b,method)
%
www.eeworm.com/read/161189/10440065
m tikhcstr.m
function [x_lambda,rho,eta] = tikhcstr(A,b,G,d,L,lambda,x_0)
%TIKHCSTR Tikhonov regularization with linear inequality constraints.
%
% [x_lambda,rho,eta] = tikhcstr(A,b,G,d,L,lambda,x_0)
%
% Compute