An independent set of a hypergraph is a subset of vertices such that no hyperedge is completely contained inside the subset. Computing a maximum independent set is a fundamental problem in the study of algorithms.
Jul 31, 2021
Apr 2, 2021 · A set of vertices in a hypergraph is called an independent set if no hyperedge is completely contained inside the set. Given a hypergraph, ...
A set of vertices in a hypergraph is called an independent set if no hyperedge is completely contained inside the set. Given a hypergraph, computing its ...
Apr 2, 2021 · A set of vertices in a hypergraph is called an independent set if no hyperedge is completely contained inside the set. Given a hypergraph, ...
This work study the independent set problem on hypergraphs in a natural semi-random family of instances, inspired by the Feige-Kilian model, and studies the ...
A set of vertices in a hypergraph is called an independent set if no hyperedge is completely contained inside the set. Given a hypergraph, computing its ...
Duration: 12:19
Posted: Feb 16, 2022
Posted: Feb 16, 2022
Aug 7, 2014 · Following [14], we will say that a set A Ç N is (δ, k)-Szemerédi if every subset B Ç A with at least δ|A| elements contains a k-term AP.
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[PDF] Key words. hypergraphs, independent sets, regularity lemma - UNL Math
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Abstract. The study of extremal problems related to independent sets in hypergraphs is a problem that has generated much interest. While independent sets in ...
Abstract. The semi-random graph process is a single player game in which the player is initially presented an empty graph on n vertices.