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R 的代码
courses.dat
8
<mark>R</mark>37
<mark>R</mark>51
<mark>R</mark>53
<mark>R</mark>63
<mark>R</mark>137
<mark>R</mark>151
<mark>R</mark>173
<mark>R</mark>263
8
<mark>R</mark>37 <mark>R</mark>137 1
<mark>R</mark>37 <mark>R</mark>63 1
<mark>R</mark>51 <mark>R</mark>53 1
<mark>R</mark>51 <mark>R</mark>63 1
<mark>R</mark>53 <mark>R</mark>151 1
<mark>R</mark>53 <mark>R</mark>173 1
<mark>R</mark>6 ...
courses.dat
8
<mark>R</mark>37
<mark>R</mark>51
<mark>R</mark>53
<mark>R</mark>63
<mark>R</mark>137
<mark>R</mark>151
<mark>R</mark>173
<mark>R</mark>263
8
<mark>R</mark>37 <mark>R</mark>137 1
<mark>R</mark>37 <mark>R</mark>63 1
<mark>R</mark>51 <mark>R</mark>53 1
<mark>R</mark>51 <mark>R</mark>63 1
<mark>R</mark>53 <mark>R</mark>151 1
<mark>R</mark>53 <mark>R</mark>173 1
<mark>R</mark>6 ...
courses.dat
8
<mark>R</mark>37
<mark>R</mark>51
<mark>R</mark>53
<mark>R</mark>63
<mark>R</mark>137
<mark>R</mark>151
<mark>R</mark>173
<mark>R</mark>263
8
<mark>R</mark>37 <mark>R</mark>137 1
<mark>R</mark>37 <mark>R</mark>63 1
<mark>R</mark>51 <mark>R</mark>53 1
<mark>R</mark>51 <mark>R</mark>63 1
<mark>R</mark>53 <mark>R</mark>151 1
<mark>R</mark>53 <mark>R</mark>173 1
<mark>R</mark>6 ...
courses.dat
8
<mark>R</mark>37
<mark>R</mark>51
<mark>R</mark>53
<mark>R</mark>63
<mark>R</mark>137
<mark>R</mark>151
<mark>R</mark>173
<mark>R</mark>263
8
<mark>R</mark>37 <mark>R</mark>137 1
<mark>R</mark>37 <mark>R</mark>63 1
<mark>R</mark>51 <mark>R</mark>53 1
<mark>R</mark>51 <mark>R</mark>63 1
<mark>R</mark>53 <mark>R</mark>151 1
<mark>R</mark>53 <mark>R</mark>173 1
<mark>R</mark>6 ...
r.m
% 计算平方根
function out = r(x)
out=sqrt(abs(x));
r.m
%
% routine to get the square root of a number
%
% usage: via tree structured GA
%
function out = r(x)
%
%
out=sqrt(abs(x));
r.m
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 ...
r.m
function r = r(kernel)
r = 1.0;
.
r6.in
&pltpar isep=0, itx=1,
imod=1, iray=2, ibnd=0, isum=2,
xwndow=290., ywndow=175.,
ifcol=1, ibcol=0, ircol=1, itcol=1,
&end
&axepar xmax=300., xmm=270.,
r2.in
&pltpar isep=0, itx=3, idata=1, vred=0.,
imod=1, iray=2, ibnd=0, isum=2,
xwndow=290., ywndow=175.,
ircol=1, itcol=1,
&end
&axepar xmax=10., xmm=270.,