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&pltpar isep=0, itx=2, vred=0., imod=1, iray=1, ibnd=0, isum=2, xwndow=290., ywndow=175., ibcol=0, ifcol=1, ircol=1, itcol=1, &end &axepar xmax=10., xmm=270.,

&pltpar isep=2, itx=3, itxout=0, idata=1, vred=0., imod=1, iray=1, ibnd=0, xwndow=290., ywndow=175., ircol=3, itcol=3, &end &axepar xmax=10., xmm=270.,

&pltpar isep=2, iplot=1, ibnd=0, vred=7., xwndow=290., ywndow=175., iroute=1, iseg=0, ivel=0, nrskip=1, isum=3, idump=0, iszero=0, modout=0,dxmod=5.,dzmod=0.10,modi=1,2,0,0,xmmin

&pltpar isep=0, itx=3, idata=1, vred=0., imod=1, iray=2, ibnd=0, isum=2, xwndow=292., ywndow=175., ircol=1, itcol=1, &end &axepar xmax=10., xmm=265.,

&pltpar isep=0, itx=1, idata=0, imod=1, iray=2, irayps=1, ibnd=0, xwndow=292., ywndow=175., &end &axepar xmax=300., xmm=265., zmax=40., zmm=60.,

&pltpar isep=0, itx=3, idata=1, imod=1, iray=2, ibnd=0, isum=2, xwndow=292., ywndow=175., ircol=1, itcol=1, &end &axepar xmax=300., xmm=265., zmax=

function <mark>r</mark> = <mark>r</mark>(ke<mark>r</mark>nel) % <mark>R</mark> % % This method <mark>r</mark>etu<mark>r</mark>ns an uppe<mark>r</mark> bound on % % <mark>R</mark> > k(x1, x1) - k(x1, x2) % % fo<mark>r</mark> a<mark>r</mark>bit<mark>r</mark>a<mark>r</mark>y x1 and x2. Fo<mark>r</mark> a Gaussian <mark>r</mark>adial basis ke<mark>r</mark>nel <mark>R</mark> = 1. % % File ...

%计算自相关 function r=R(N,x,T) %N is the data number,T is the time delay r=sum(x((T+1):N).*x(1:(N-T)))/N;

% % routine to get the square root of a number % % usage: via tree structured GA % function out = r(x) % % out=sqrt(abs(x));