Let H ′ = ( V ′ , E ′ ) and H ″ = ( V ″ , E ″ ) be two hypergraphs of order n and edge cardinality k, and let H = ( V , E ) be the related association k-graph. Then H′ and H″ are isomorphic if and only if ω ( H ) = n . In this case, any maximum clique of H induces an isomorphism between H′ and H″, and vice versa.
Dec 1, 2019
The proposed framework uses a class of dynamical systems derived from the Baum-Eagon inequality in order to find the maximum (maximal) clique in the association ...
Dec 1, 2019 · The hypergraph isomorphism problem is tackled using association graph techniques. •. A formal correspondence between maximal cliques and ...
Jan 12, 2024 · Traditional hypergraph methods face challenges like high memory use and inaccurate identification, leading to poor performance.
Missing: association | Show results with:association
Feb 17, 2020 · We show that for input groups, all of whose composition factors are isomorphic to a subgroup of the symmetric group on d points, this problem ...
Missing: association | Show results with:association
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Apr 25, 2021 · This question states that the problem of Hyper-graph Isomorphism is equivalent to Graph isomorphism. I have not been able to find a description ...
Missing: association | Show results with:association
Hypergraph isomorphism using association hypergraphs. Giulia Sandi, Sebastiano Vascon, Marcello Pelillo. Hypergraph isomorphism using association hypergraphs.
May 24, 2020 · According to Wikipedia, a hypergraph is a generalisation of a graph in which an edge can join any number of vertices.
We consider the isomorphism problem for hypergraphs taking as input two hypergraphs over the same set of vertices V and a permutation group Γ over domain V , ...
Missing: association | Show results with:association
Duration: 10:31
Posted: Jul 23, 2023
Posted: Jul 23, 2023
Missing: association | Show results with:association