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找到约 10,000 项符合「plot」的源代码

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m exa080901_dct1_test.m

%--------------------------------------------------------------------------- % exa080901_dct1_test, for exa8.9.1 % to call function exa080901_dct1; %------------------------------------------------
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m exa070901_fir1.m

%------------------------------------------------------------------------------- % exa070901_fir1.m , for example 7.9.1 and 7.1.1 % to test fir1.m, %------------------------------------------------
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m exa090300_2.m

%----------------------------------------------------------------------------- % exa090300_2.m, for fig. 9.3.2, %----------------------------------------------------------------------------- clea
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m exa020502.m

%------------------------------------------------------------------------- % exa020502.m, for example 2.5.2 and fig 2.5.6, %------------------------------------------------------------------------
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m exa031101_conv.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 exa090501.m

%---------------------------------------------------------------------------- % exa090501.m, for example 9.5.1, %---------------------------------------------------------------------------- clear;
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m exa030202.m

%---------------------------------------------------------------------------- % exa030202, for example 3.2.2 and fig 3.2.4 % to explain how to unwrap the phase %------------------------------------
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m hermfun.m

function h=hermfun(t,j) %HERMFUN Orthonormal Hermite functions. % % H=HERMFUN(T,N) returns the N lowest-order orthonormal Hermite % functions at times specified by the column vector T. % % HE
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m pdfdivide.m

function[fz]=pdfdivide(xi,yi,fx,fy,zi) %PDFDIVIDE Probability distribution from dividing two random variables. % % YN=PDFDIVIDE(XI,YI,FX,FY,ZI) given two probability distribution % functions FX a
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m rls_lms_cj.m

clear; N=500; A=randn(1,N); x=zeros(1,N); y=zeros(1,N); e=zeros(1,N); x(1)=A(1); x(2)=A(2)+1.6*A(1); for i=3:N x(i)=A(i)+1.6*x(i-1)-0.8*x(i-2); %求出输入x(n) end z1=ones(1,N)*(-1.6); z2