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Type: Article
Ramsey theory for highly connected monochromatic subgraphs
Abstract:
An infinite graph is highly connected if the complement of anysubgraph of smaller size is connected. We consider weaker versions of Ramsey’sTheorem asserting that in any coloring of the edges of a complete graph thereexist large highly connected subgraphs all of whose edges are colored by the samecolor
An infinite graph is highly connected if the complement of anysubgraph of smaller size is connected. We consider weaker versions of Ramsey’sTheorem asserting that in any coloring of the edges of a complete graph thereexist large highly connected subgraphs all of whose edges are colored by the samecolor
Keywords: Chromatic Number; Distance Graph; Combinatorial Geometry
MSC: 22A05 03C20 03E05 54H11
Journal: Acta Mathematica Hungarica
ISSN: 0236-5294
Year: 2021
Volume: 163
Number: 1
Pages: 309-322



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