代码搜索:Matrix
找到约 10,000 项符合「Matrix」的源代码
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www.eeworm.com/read/271693/10983734
m sizem_.m
function s = sizem_(m, dims)
% DESCRIPTION res = sizem_(m, dims)
% For a matrix m the size is given for each element of dims.
% Dims is the dimensions for which the size is determined.
% If dims i
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readme
IML: Integer Matrix Library
IML package provides efficient routines to solve nonsingular systems of
linear equations, certified solve any shape systems of linear equations,
and perform mod p matri
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libroutines
This file explains the functions of the library routines.
Note:
Type FiniteField is defined as unsigned long
Type Double is defined as double
extern void nonsingSolvMM (const enum SOLU_POS so
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txt 08-51.txt
% calculate the sines of the elements of the matrix
function y = sinm(x)
for k = 1: prod(size(x))
y(k) = maple('sin',x(k));
end
y = reshape(y,size(x));
>> syms x y
>> A = [0 x; y pi/4]
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txt 09-06.txt
% plot N(0,1),N(0,2),N(0,3) by plotting a matrix
clear;
x=[-3:0.2:3]';
for i=1:3
y(:,i)=1/sqrt(2*pi*i)*exp(-1/(2*i)*x.^2);
end
plot(y);
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m nfam.m
function [nf, na, ex, E, N] = nfam(data,dt)
% The function NFAM calculates the modified Hilbert frequency and amplitude
% of data(n,k), where n specifies the length of time series, and
% k is
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m nfa.m
function [nf, na, ex, E, N] = nfa(data,dt)
% The function NFA calculates the Hilbert frequency and amplitude
% of data(n,k), where n specifies the length of time series, and
% k is the IMF com
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m nfa5.m
function [nf, na, ex, E, N] = nfa5(data,dt)
% The function NFA5 calculates the smoothed Hilbert frequency and amplitude
% of data(n,k), where n specifies the length of time series, and
% k is t
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m nfam5.m
function [nf, na, ex, E, N] = nfam5(data,dt)
% The function NFAM5 calculates the smoothed modified Hilbert frequency and amplitude
% of data(n,k), where n specifies the length of time series,
www.eeworm.com/read/271244/11001943
m desa.m
function [W,A]=desa(x, dt)
% The function DESA calculates frequency and amplitude using Teager Energy Operator
% for the data x(n,m), where n is the number of points, and m is
% the number of