2010Shuxue de shijian yu renshiRequires access

Strong Subtournaments Containing Arbitrary Vertex in Regular Multipartite Tournaments

Gaokui Xu, Shengjia Li

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Abstract

In this paper,we study the strong subtournaments in regular multipartite tournaments and prove that each vertex of a regular multipartite tournament with c≥6 partite sets is contained in a strong subtournament of order p for every p∈{3,4,…,c- 3}.

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What this paper is about

In this paper,we study the strong subtournaments in regular multipartite tournaments and prove that each vertex of a regular multipartite tournament with c≥6 partite sets is contained in a strong subtournament of order p for every p∈{3,4,…,c- 3}.

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Available abstract

In this paper,we study the strong subtournaments in regular multipartite tournaments and prove that each vertex of a regular multipartite tournament with c≥6 partite sets is contained in a strong subtournament of order p for every p∈{3,4,…,c- 3}.

Key concepts: Multipartite, Tournament, Vertex (graph theory), Mathematics, Combinatorics, Discrete mathematics, Graph, Physics

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