代码搜索：Gau 开发教程
找到约 10,000 项符合「Gau 开发教程」的源代码
代码结果 10,000
www.eeworm.com/read/387009/8712260
h mcmc.h
struct State {
Doub lam1, lam2;
Doub tc;
Int k1, k2;
Doub plog;
State(Doub la1, Doub la2, Doub t, Int kk1, Int kk2) :
lam1(la1), lam2(la2), tc(t), k1(kk1), k2(kk2) {}
State() {};
};
www.eeworm.com/read/165115/10076136
nex replicase.nex
#NEXUS
begin data;
dimensions ntax=9 nchar=720;
format datatype=rna interleave=no gap=- missing=?;
matrix
[ 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19
www.eeworm.com/read/356723/10222160
m fig4_2.m
t=0:0.001:6;
psisq=1;
a=3;
ray=t.*exp(-(t.^2)./2.);
arg1=1./sqrt(2*pi);
arg2=-0.5.*((t-a).^2);
gau=arg1.*exp(arg2);
plot(t,ray,'k',t,gau,'k');
grid
gtext('Gaussian');
gtext('Rayleigh')
xlab
www.eeworm.com/read/356723/10222186
m untitled1.m
t=0:0.001:6;
psisq=1;
a=3;
ray=t.*exp(-(t.^2)./2.);
arg1=1./sqrt(2*pi);
arg2=-0.5.*((t-a).^2);
gau=arg1.*exp(arg2);
plot(t,ray,'k',t,gau,'k');
grid
gtext('Gaussian');
gtext('Rayleigh')
xlab
www.eeworm.com/read/447401/7553522
java gaugeupdater.java
package GongJiao;
import javax.microedition.lcdui.Display;
import javax.microedition.lcdui.Form;
import javax.microedition.lcdui.Gauge;
public class GaugeUpdater implements Runnable {
priv
www.eeworm.com/read/297942/7984996
m fig4_2.m
t=0:0.001:6;
psisq=1;
a=3;
ray=t.*exp(-(t.^2)./2.);
arg1=1./sqrt(2*pi);
arg2=-0.5.*((t-a).^2);
gau=arg1.*exp(arg2);
plot(t,ray,'k',t,gau,'k');
grid
gtext('Gaussian');
gtext('Rayleigh')
xlab
www.eeworm.com/read/297942/7985068
m untitled1.m
t=0:0.001:6;
psisq=1;
a=3;
ray=t.*exp(-(t.^2)./2.);
arg1=1./sqrt(2*pi);
arg2=-0.5.*((t-a).^2);
gau=arg1.*exp(arg2);
plot(t,ray,'k',t,gau,'k');
grid
gtext('Gaussian');
gtext('Rayleigh')
xlab
www.eeworm.com/read/246805/12703971
m fig4_2.m
t=0:0.001:6;
psisq=1;
a=3;
ray=t.*exp(-(t.^2)./2.);
arg1=1./sqrt(2*pi);
arg2=-0.5.*((t-a).^2);
gau=arg1.*exp(arg2);
plot(t,ray,'k',t,gau,'k');
grid
gtext('Gaussian');
gtext('Rayleigh')
xlab
www.eeworm.com/read/246805/12704084
m untitled1.m
t=0:0.001:6;
psisq=1;
a=3;
ray=t.*exp(-(t.^2)./2.);
arg1=1./sqrt(2*pi);
arg2=-0.5.*((t-a).^2);
gau=arg1.*exp(arg2);
plot(t,ray,'k',t,gau,'k');
grid
gtext('Gaussian');
gtext('Rayleigh')
xlab