Cayley Incidence Graphs

Fuente: arXiv
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Main Authors: Árnadóttir, Arnbjörg Soffía, Gordeev, Alexey, Lato, Sabrina, Randrianarisoa, Tovohery, Vermant, Joannes
Format: Preprint
Published: 2024
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author Árnadóttir, Arnbjörg Soffía
Gordeev, Alexey
Lato, Sabrina
Randrianarisoa, Tovohery
Vermant, Joannes
author_facet Árnadóttir, Arnbjörg Soffía
Gordeev, Alexey
Lato, Sabrina
Randrianarisoa, Tovohery
Vermant, Joannes
contents Evra, Feigon, Maurischat, and Parzanchevski (2023) introduced a biregular extension of Cayley graphs. In this paper, we reformulate their definition and provide some basic properties. We also show how these Cayley incidence graphs relate to various notions of Cayley hypergraphs. We further establish connections between Cayley incidence graphs and certain geometric and combinatorial structures, including coset geometries, difference sets and cages.
format Preprint
id arxiv_https___arxiv_org_abs_2411_19428
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Cayley Incidence Graphs
Árnadóttir, Arnbjörg Soffía
Gordeev, Alexey
Lato, Sabrina
Randrianarisoa, Tovohery
Vermant, Joannes
Combinatorics
Evra, Feigon, Maurischat, and Parzanchevski (2023) introduced a biregular extension of Cayley graphs. In this paper, we reformulate their definition and provide some basic properties. We also show how these Cayley incidence graphs relate to various notions of Cayley hypergraphs. We further establish connections between Cayley incidence graphs and certain geometric and combinatorial structures, including coset geometries, difference sets and cages.
title Cayley Incidence Graphs
topic Combinatorics
url https://arxiv.org/abs/2411.19428