Maximum genus embeddings of Steiner triple systems

Grannell, Mike J.; Griggs, Terry S. and Siran, Jozef (2005). Maximum genus embeddings of Steiner triple systems. European Journal of Combinatorics, 26(3-4), pp. 401–416.

DOI (Digital Object Identifier) Link:	http://dx.doi.org/doi:10.1016/j.ejc.2004.01.014
Google Scholar:	Look up in Google Scholar

Abstract

We prove that for n>3 every STS(n) has both an orientable and a nonorientable embedding in which the triples of the STS(n) appear as triangular faces and there is just one additional large face. We also obtain detailed results about the possible automorphisms of such embeddings.

Item Type:	Journal Article
ISSN:	0195-6698
Extra Information:	Some of the symbols may not have transferred correctly into this bibliographic record and/or abstract.
Keywords:	Topological embedding; Complete graph; Steiner triple system
Academic Unit/Department:	Mathematics, Computing and Technology > Mathematics and Statistics
Item ID:	2153
Depositing User:	Mike Grannell
Date Deposited:	06 Jun 2006
Last Modified:	02 Dec 2010 19:46
URI:	http://oro.open.ac.uk/id/eprint/2153

Actions (login may be required)

	View Item
RDF+XMLBibTeXRDF+N-TriplesJSONDublin CoreAtomOAI-ORE Resource Map (Atom Format)Simple MetadataReferMETSOAI-ORE Resource Map (RDF Format)HTML CitationASCII CitationMultiline CSVRefMan RIS Format (UTF-8)OpenURL ContextObjectEndNoteMODSOpenURL ContextObject in SpanMPEG-21 DIDLEP3 XMLRefMan RIS FormatRDF+N3Eprints Application Profile	Public: Report issue / request change