Tight Approximation Bounds for Vertex Cover on Dense k-Partite Hypergraphs
Marek Karpinski, Richard Schmied, Claus Viehmann
TL;DR
This paper investigates the approximation limits for the Vertex Cover problem specifically on dense k-partite hypergraphs, providing bounds that are nearly optimal.
Contribution
It establishes nearly tight upper and lower bounds for approximating Vertex Cover on dense k-partite hypergraphs, advancing theoretical understanding.
Findings
Derived almost tight approximation bounds
Enhanced understanding of Vertex Cover complexity
Provided bounds close to theoretical limits
Abstract
We establish almost tight upper and lower approximation bounds for the Vertex Cover problem on dense k-partite hypergraphs.
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Taxonomy
TopicsComplexity and Algorithms in Graphs · Computational Geometry and Mesh Generation · Advanced Graph Theory Research