代码搜索:Multi

找到约 10,000 项符合「Multi」的源代码

代码结果 10,000
www.eeworm.com/read/450547/7481889

gif multi-1.gif

www.eeworm.com/read/447973/7542768

measure4multi

nmc=11 nz=2 kmax=93 run number , frame , sample interval , measurements: 1 1 1.709471 186.698339 253.722301 1 2 1.709471 487.482449 613.161853 1 3 1.709471 988.073293 1122.339135 1 4 1.
www.eeworm.com/read/447973/7542851

system4multi

nmc=11 nx=6 kmax=93 run number , frame , sample interval , truth: 1 1 1.709471 186.445110 118.112128 67.943915 253.390071 168.877232 50.131071 1 2 1.709471 487.596135 234.220208 67.920458 61
www.eeworm.com/read/446050/7586463

m multi_gp.m

function x=multi_gp(m,C) % MULTI_GP 产生均值向量为m(列向量)和协方差矩阵为C的多元高斯随机过程. N=length(m); for i=1:N, y(i) =gngauss; end; y=y.'; x=sqrtm(C)*y+m;
www.eeworm.com/read/446050/7586464

asv multi_gp.asv

function [x]=multi_gp(m,C) % MULTI_GP 产生均值向量为m(列向量)和协方差矩阵为C的多元高斯随机过程. N=length(m); for i=1:N, y(i) =gngauss; end; y=y.'; x=sqrtm(C)*y+m;
www.eeworm.com/read/445827/7589601

m multi_gp.m

function [x] = multi_gp(m,C) % [x]=multi_gp(m,C) % MULTI_GP generates a multivariate Gaussian random % process with mean vector m (column vector) and covariance matrix C. N=length(m); for
www.eeworm.com/read/442444/7651680

m multi_gp.m

function [x] = multi_gp(m,C) % [x]=multi_gp(m,C) % MULTI_GP generates a multivariate Gaussian random % process with mean vector m (column vector) and covariance matrix C. N=length(m); for
www.eeworm.com/read/441245/7673029

m multi_labeling.m

%MULTI_LABELING Info on the PRTools multiple labeling system. % % This is not a command, just an information file. % % In the PRTools datasets the data is stored together with the class labels %
www.eeworm.com/read/440123/7693839

vhd vgacore_multi.vhd

------------------------------------------------------------------ -- Copyright (c) 1995-2005 Xilinx, Inc. -- All Right Reserved. ------------------------------------------------------------------ --
www.eeworm.com/read/439811/7701540

m multi_gp.m

function [x] = multi_gp(m,C) % [x]=multi_gp(m,C) % MULTI_GP generates a multivariate Gaussian random % process with mean vector m (column vector) and covariance matrix C. N=length(m); for