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Automorphism groups of primitive distance-bitransitive graphs are almost simple

Automorphism groups of primitive distance-bitransitive graphs are almost simple
Automorphism groups of primitive distance-bitransitive graphs are almost simple
We apply a result of Praeger, Saxl and Yokoyama [4] concerning the automorphism groups of primitive distance-transitive graphs to primitive distance-bitransitive graphs. Imprimitive distance-bitransitive graphs are discussed in Section 2. One of the cases of the Praeger, Saxl and Yokayama Theorem is considered in Section 3 and the following main result is proved in Section 4.
0195-6698
187-197
Shawe-Taylor, J.
c32d0ee4-b422-491f-8c28-78663851d6db
Shawe-Taylor, J.
c32d0ee4-b422-491f-8c28-78663851d6db

Shawe-Taylor, J. (1987) Automorphism groups of primitive distance-bitransitive graphs are almost simple. European Journal of Combinatorics, 8 (2), 187-197. (doi:10.1016/S0195-6698(87)80010-0).

Record type: Article

Abstract

We apply a result of Praeger, Saxl and Yokoyama [4] concerning the automorphism groups of primitive distance-transitive graphs to primitive distance-bitransitive graphs. Imprimitive distance-bitransitive graphs are discussed in Section 2. One of the cases of the Praeger, Saxl and Yokayama Theorem is considered in Section 3 and the following main result is proved in Section 4.

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Published date: April 1987
Organisations: Electronics & Computer Science

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Local EPrints ID: 259851
URI: http://eprints.soton.ac.uk/id/eprint/259851
ISSN: 0195-6698
PURE UUID: aa824381-f6b4-4b0f-aa03-a2378844d863

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Date deposited: 27 Aug 2004
Last modified: 14 Mar 2024 06:29

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Author: J. Shawe-Taylor

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