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You are here: Seminars » 2012-2013 » R. Belmonte, 2012-11-30 { prev, contents, next }
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Speaker: Rémy Belmonte (PhD student, University of Bergen)
Title: Induced immersions
Date: Friday, 30 Nov 2012
Time: 18:30-19:30
Location: Univeristy of Athens, Department of Mathematics, University of Athens, room Γ33


A graph G contains a multigraph H as an induced immersion if H can be obtained from G by a sequence of vertex deletions and lifts. We present a polynomial-time algorithm that decides for any fixed multigraph H whether an input graph G contains H as an induced immersion. We also show that for every multigraph H with maximum degree at most 2, there exists a constant c_H such that every graph with treewidth more than c_H contains H as an induced immersion.


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