代码搜索:plot
找到约 10,000 项符合「plot」的源代码
代码结果 10,000
www.eeworm.com/read/346772/11723796
m to explain how to do dtft.m
%----------------------------------------------------------------------------
% exa030203, for example 3.2.5
% to explain how to do DTFT
%-----------------------------------------------------------
www.eeworm.com/read/346772/11723857
m exa090501.m
%----------------------------------------------------------------------------
% exa090501.m, for example 9.5.1,
%----------------------------------------------------------------------------
clear;
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m 不使用“fftfilt文件,自己编程实现一个长序列和一个短序列的卷积。.m
%----------------------------------------------------------------------------
% exa031101_conv.m, for example 3.11.1
%
% 不使用“fftfilt"文件,自己编程实现一个长序列和一个短序列的卷积。
%------------------------------------
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m 对一维信号作dct.m
%---------------------------------------------------------------------------
% exa080901_dct1_test, for exa8.9.1
% to call function exa080901_dct1;
%------------------------------------------------
www.eeworm.com/read/157044/11743339
m spypart.m
function spypart(S, rp, cp);
%SPYPART Spy plot with partitioning.
% SPYPART(S,rp,cp) plots the sparsity pattern of a matrix S,
% with lines marking a block partition described by
% rp (rows
www.eeworm.com/read/346367/11752897
m holder.m
function h=holder(tfr,f,n1,n2,t,pl)
%HOLDER Estimate the Holder exponent through an affine TFR.
% H=HOLDER(TFR,F,N1,N2,T) estimates the Holder exponent of a
% function through an affine time-frequenc
www.eeworm.com/read/156884/11756616
m 3-4-5-2.m
%绘制指数函数曲线
p=-1:0.05:1;
t=exp(-p);
plot(p,t);
grid;
title('exponential function');
xlabel('x');
ylabel('y');
figure;
%建立并训练网络
for i=1:5
net=newgrnn(p,t,i/10);
y(i,:)=sim(net,p);
en
www.eeworm.com/read/156874/11757652
txt 08-06.txt
%例8-6 给MATLAB 7的图形添加标题。
>> x = 0:.1:2;
>>y1=sin(x);
>>y2 = sin(x-0.25);
>>y3 = sin(x-0.5);
>> plot(x,y1,'-.b', x,y2,'--r*', x,y3,'-.gh')
>> title('There three lines')
>>
www.eeworm.com/read/156874/11758075
txt 10-37.txt
%例10-37 tic和toc函数的使用举例。
%在命令窗口中输入如下命令,并按Enter键确认。
>> for n = 1:100
A = rand(n,n);
b = rand(n,1);
tic
x = A\b;
t(n) = toc;
end
>> plot(t)
>> t=toc
t =
3.44