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February 2nd, 2014, 10:33 PM   #1
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Graphs, combinatorics and expectation

Hello all,

Here and exercise that I am trying to do

Graphs are randomly drawn in the form : G(n,p)
V = [1....n] the number of vertices
And edges are included to the graph with probability p, call new edge that is drawn is so independently of the others.

Calculate the expectation of having and triangle in the graph.
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