代码搜索:LED Matrix

找到约 10,000 项符合「LED Matrix」的源代码

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m refinement_matrix.m

function T = refinement_matrix(H,kmin,kmax) % REFINEMENT_MATRIX - build multiwavelet refinement matrix % % T = refinement_matrix(H,kmin,kmax) % % The refinement matrix is the block matri
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m transition_matrix.m

function T = transition_matrix(H,kmin,kmax) % TRANSITION_MATRIX - build transition matrix for multiwavelet H % % T = transition_matrix(H,kmin,kmax) % % The transition matrix is the refin
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m kernel_matrix.m

function omega = kernel_matrix(Xtrain,kernel_type, kernel_pars,Xt) % Construct the positive (semi-) definite and symmetric kernel matrix % % >> Omega = kernel_matrix(X, kernel_fct, sig2) % % This ma
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asv matrix_x.asv

function [ x ] = matrix_X( M , D , r , t , w0 , s0 ) % &*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&* % M--天线根数(均匀圆阵) % D--信号个数 % r--圆阵半径 % t--采样时刻 c=3*10^8; %光速 st = 0 :
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m matrix_x.m

function [ x ] = matrix_X( M , D , r , t , w0 , s0 ) % &*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&*&* % M--天线根数(均匀圆阵) % D--信号个数 % r--圆阵半径 % t--采样时刻 c=3*10^8; %光速 st = 0 :
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h matrix_op.h

#include"stdio.h" #include"time.h" double Surplus(double A[],int m,int n) /*求矩阵行列式*/ { int i,j,k,p,r; double X,temp=1,temp1=1,s=0,s1=0; if(n==2) {for(i=0;i
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m matrix_singular.m

% matrix_singular.m % 求解非奇异线性方程组的解 A=[1 3 7;-1 4 4;1 10 18]; y=[6;4;15]; % 方法一:通过矩阵左除来求解线性方程组的解 x_1=A\y; % 方法二:判断A的条件数,A的秩以及增广矩阵【A y】的秩 det_A=det(A) rank_A=rank(A) rank_Ay=rank([A y]) cond_A
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m determinant_matrix.m

% determinant_matrix.m % 数值矩阵的行列式 for i=1:3 A=magic(i+2); a(i)=det(A); disp('矩阵:'); disp(A); disp('矩阵的行列式:'); disp(a(i)); end % 符号矩阵的行列式 disp('符号矩阵的行列式') syms t; B=[cos(-t),sin(t);-sin(t+
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h matrix_implementation.h

// -*- c++ -*- // // Copyright 1997, 1998, 1999 University of Notre Dame. // Authors: Andrew Lumsdaine, Jeremy G. Siek, Lie-Quan Lee // // This file is part of the Matrix Template Library // // You sh