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Matlab-Programs-for-Nonlinear-Dynamics/Erdos.m
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% function [A,degree,Lap] = Erdos(N,p) | |
% Generates an Erdos-Renyi random graph of N nodes with edge probability p | |
% A is the adjacency matrix | |
% degree is the degree of the node | |
% Lap is the Lapacian matrix | |
function [A,degree,Lap] = Erdos(N,p) | |
e = round(p*N*(N-1)/2); | |
A = zeros(N,N); %Adjacency matrix | |
loop = 0; | |
while loop ~=e | |
% x = round(rand*(N-1))+1; | |
% y = round(rand*(N-1))+1; | |
x = ceil(N*rand); | |
y = ceil(N*rand); | |
flag = A(y,x); | |
if (x~=y)&(flag==0) | |
A(x,y) = 1; | |
A(y,x) = 1; | |
loop = loop +1; | |
end | |
end | |
degree = sum(A); | |
Lap = -A; | |
for loop = 1:N | |
Lap(loop,loop) = degree(loop); | |
end | |