Sierpiński graphs as spanning subgraphs of Hanoi graphs

Author:

Hinz Andreas,Klavžar Sandi,Zemljič Sara

Abstract

AbstractHanoi graphs H pn model the Tower of Hanoi game with p pegs and n discs. Sierpinski graphs S pn arose in investigations of universal topological spaces and have meanwhile been studied extensively. It is proved that S pn embeds as a spanning subgraph into H pn if and only if p is odd or, trivially, if n = 1.

Publisher

Walter de Gruyter GmbH

Subject

General Mathematics

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