代码搜索:decomposition

找到约 1,689 项符合「decomposition」的源代码

代码结果 1,689
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java qr_decomposition.java

import java.math.*; public class QR_Decomposition { public static GetArray QR(double[][] a,double[][] q,int n ){ int i,j,k; double[][] R=new double[5][5]; double c,s,sq; double[] ai=n
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txt cholesky decomposition.txt

First, let's recall the definition of the Cholesky decomposition: Given a symmetric positive definite square matrix X, the Cholesky decomposition of X is the factorization X=U'U, where U is the square
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m discrte_decomposition.m

%装载leleccum信号 load leleccum; s = leleccum(1:3920); %用小波函数db1对信号进行单尺度一维小波分解 [cA1,cD1]=dwt(leleccum,'db1'); subplot(2,1,1); plot(leleccum); title('leleccum信号时域图'); subplot(2,2,3); plot(cA1
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m waveletpacket_decomposition.m

% 当前的扩展模式是zero-padding %装载信号 load leleccum; x = leleccum; figure(1); subplot(211); plot(x); title('原始信号'); % 使用db2小波包对信号x进行3层分解 %使用Shannon熵 wpt = wpdec(x,3,'db2'); plot(wpt) % 计算结点
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m pyramid_decomposition.m

function imgout = Pyramid_Decomposition(imgin,level) %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % imgout = Pyramid_Decomposition(imgin,level) % % NOTE: % Image Multi-
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m qr_decomposition.m

function [q,r]=qr_decomposition(A) %利用Givens变换实现对上Heissenberg矩阵的qr分解 [m,m]=size(A); for k=1:m-1 %反复使用Givens变换 [c,s]=givens(A(k:k+1,k)); G1=[c,s;-s,c]; G2=eye(m); for i=k:k+1 for j=k:k+1