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Consider Erdos-Renyi random network. (a) What is the expected total number of triangles as N (i.e., cycles of length 3, sometimes called 3-cycles)? (b) What
Consider Erdos-Renyi random network. (a) What is the expected total number of triangles as N (i.e., cycles of length 3, sometimes called "3-cycles")? (b) What is the expected total number of 4-cycles as N (i.e., paths of length 4 that start and end at the same node without visiting any other node twice)
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