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Determining Edge Expansion and Other Connectivity Measures of Graphs of Bounded Genus

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arxiv 1004.4484 v1 pith:ZTRJYAQU submitted 2010-04-26 cs.DM math.CO

classification cs.DMmath.CO
keywords edgeconnectivityexpansiongenusmeasuresotherboundeddetermined
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abstract

In this paper, we show that for an $n$-vertex graph $G$ of genus $g$, the edge expansion of $G$ can be determined in time $n^{O(g^2)}$. We show that the same is true for various other similar measures of edge connectivity.

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  1. Finding Regions of Maximum Circularity in Plane Geometric Graphs

    cs.DS 2026-07 accept novelty 7.0 of 10

    Maximizing A/P^α over unions of faces in a plane subdivision is weakly NP-hard for α in (1,2] and solvable in pseudopolynomial time for all α>1.

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