📄 fig7_3.m
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% Figure 7.3
% K. Bell 1/22/04
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
clear all
close all
N = 10;
d = 0.5;
K = [1;2;6;10;15]*N;
nk = length(K);
rho = [0:0.01:1];
figure(1)
for k=1:nk
%gamma(n+1)=n!
p = (gamma(K(k)+1)/(gamma(N-1)*gamma(K(k)+2-N)))*((1-rho).^(N-2)).*(rho.^(K(k)+1-N));
switch k
case 1
ls = '-';
case 2
ls = '-.';
case 3
ls = '--';
case 4
ls = ':';
case 5
ls = ':x';
end
h4(k)=plot(rho,p,ls);
hold on
end
legend([h4],'{\it K}={\it N}','{\it K}=2{\it N}','{\it K}=6{\it N}','{\it K}=10{\it N}','{\it K}=15{\it N}',2)
xlabel('\rho')
ylabel('Probability density')
hold off
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