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@inproceedings{Peng2014DecompositionOR, title={Decomposition of random graphs into complete bipartite graphs Fan Chung}, author={Xing Peng}, year={2014} }

- Published 2014

We consider the problem of partitioning the edge set of a graph G into the minimum number τ (G) of edge-disjoint complete bipartite subgraphs. We show that for a random graph G in G(n, p), for 1/2 ≥ p = Ω(1), almost surely τ (G) is between n− c1(log n) 3+ǫ and n− c2 log n for any positive constant ǫ and some positive constants ci.

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