ICE-TCS seminar: Steven Chaplick

Constrained Recognition Problems on Geometric Graph Classes

  • 21.5.2019, 12:10 - 13:00

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ICE-TCS seminar #335

Date and time: Tuesday, 21 May 2019, 12:10-13:00
Location: Room M117
Speaker: Steven Chaplick (Universität Würzburg, Germany)

Title: Constrained Recognition Problems on Geometric Graph Classes

Abstract: Geometric representations of graphs are ubiquitous in computer science due to their capacity to conveniently model many problems arising from application domains. For a graph class C characterised by having a representation (e.g., an embedding on a surface or as an intersection graph of certain objects), there is a generalization of the recognition problem called the partial representation extension problem (RepExt). This is problem family is formalised as follows.

Problem: RepExt(C)
Instance: A graph G = (V, E) and a C-representation R' of a subset V' of V.
Question: Can R' be extended to a C-representation of G, i.e., does there exist a C-representation R of G such that R' ⊆ R?

This family of problems has received significant focus in the past 15 years due to its ability to naturally capture side constraints one wishes to enforce within a geometric representation. In this talk, we survey some results on this topic.



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