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# Gerandy Brito : Alons conjecture in random bipartite biregular graphs with applications.

This talk concerns to spectral gap in random regular graphs. We prove that almost all bipartite biregular graphs are almost Ramanujan by providing a tight upper bound for the second eigenvalue of its adjacency operator. The proof relies on a technique introduced recently by Massoullie, which we developed for random regular graphs. The same analysis allow us to recover hidden communities in random networks via spectral algorithms.

**Category**: Probability**Duration**: 01:24:58**Date**: November 2, 2017 at 3:10 PM**Views**: 169-
**Tags:**seminar, Probability Seminar

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