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Graph Theory (2013)

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by Lars Noschinski
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BibTeX

@MISC{Noschinski13graphtheory,
    author = {Lars Noschinski},
    title = {Graph Theory},
    year = {2013}
}

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Abstract

This development provides a formalization of directed graphs, supporting (labelled) multi-edges and infinite graphs. A polymorphic edge type allows edges to be treated as pairs of vertices, if multi-edges are not required. Formalized properties are i.a. walks (and related concepts), connectedness and subgraphs and basic properties of isomorphisms. This formalization is used to prove characterizations of Euler Trails, Shortest Paths and Kuratowski subgraphs. Definitions and nomenclature are based on [1].

Keyphrases

reflexive-transitive closure    directed graph    infinite graph    polymorphic edge type    shortest path    kuratowski subgraphs    euler trail    basic property   

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