代码搜索：nonlinear
找到约 2,099 项符合「nonlinear」的源代码
代码结果 2,099
www.eeworm.com/read/157345/11718409
m kpca_toy.m
% Kernel PCA toy example for k(x,y)=exp(-||x-y||^2/rbf_var), cf. Fig. 4 in
% @article{SchSmoMue98,
% author = "B.~{Sch\"olkopf} and A.~Smola and K.-R.~{M\"uller}",
% title = "Nonlinear
www.eeworm.com/read/225300/14545428
txt kpca(classicc).txt
% Kernel PCA toy example for k(x,y)=exp(-||x-y||^2/rbf_var), cf. Fig. 4 in
% @article{SchSmoMue98,
% author = "B.~{Sch\"olkopf} and A.~Smola and K.-R.~{M\"uller}",
% title = "Nonlinear
www.eeworm.com/read/291638/8406524
h cc.h
/********************************************************
* CC.h
* 说明：利用文(1)中的C-C算法计算各种混沌时间序列的嵌入
维数和最佳延时
* 2004,11.1 zya
* (1) Kim, HS, Eykholt, R. and Salas, JD, 1999,
"Nonlinear
www.eeworm.com/read/186415/8934123
m kpca_toy.m
% Kernel PCA toy example for k(x,y)=exp(-||x-y||^2/rbf_var), cf. Fig. 4 in
% @article{SchSmoMue98,
% author = "B.~{Sch\"olkopf} and A.~Smola and K.-R.~{M\"uller}",
% title = "Nonlinear com
www.eeworm.com/read/163924/10139814
m vgg_x_from_xp_nonlin.m
%vgg_X_from_xP_nonlin Estimation of 3D point from image matches and camera matrices, nonlinear.
% X = vgg_X_from_xP_lin(x,P,imsize) computes max. likelihood estimate of projective
% 3D point X
www.eeworm.com/read/460330/7253780
m srung5.m
% Function Subprogram srung3.m
%
% Solving the nonlinear parts of the coupled differential
% equations using a fourth-order Runge-Kutta algorithm
%
function y = srung3(rho1,rho2,sig1,sig2,a,b,h
www.eeworm.com/read/145018/12756071
m kpca_toy.m
% Kernel PCA toy example for k(x,y)=exp(-||x-y||^2/rbf_var), cf. Fig. 4 in
% @article{SchSmoMue98,
% author = "B.~{Sch\"olkopf} and A.~Smola and K.-R.~{M\"uller}",
% title = "Nonlinear com
www.eeworm.com/read/305201/13777002
m vgg_x_from_xp_nonlin.m
%vgg_X_from_xP_nonlin Estimation of 3D point from image matches and camera matrices, nonlinear.
% X = vgg_X_from_xP_lin(x,P,imsize) computes max. likelihood estimate of projective
% 3D point X
www.eeworm.com/read/347945/11623548
m initializesolution.m
function [p,x_min,upper] = initializesolution(p);
x_min = zeros(length(p.c),1);
upper = inf;
if p.options.usex0
x = p.x0;
z = evaluate_nonlinear(p,x);
residual = constraint_residua