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Omaema Lasfar: Sufficient Conditions for Digraphs to be Supereulerian

Presenter: Omaema Lasfar

Title: Sufficient Conditions for Digraphs to be Supereulerian

Abstract: A digraph is supereulerian if it contains a spanning eulerian subdigraph. We discuss some of the recent studies for sufficient and necessary conditions for supereulerian digraphs, including some Ore type degree conditions, and the conjecture by Bang-Jensen and Thomasse that if the arc-connectivity is not smaller than the independence number of a digraph, then the digraph is supereulerian.

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