This paper finishes the classification of finite primitive affine distance-transitive graphs by dealing with the only case left over, namely where the generalized Fitting subgroup of the stabilizer of a vertex is modulo the scalars a simple group of classical Lie type defined over the characteristic dividing the number of vertices of the graph.
Affine distance-transitive graphs and classical groups
VAN BON, Jozef;
2005-01-01
Abstract
This paper finishes the classification of finite primitive affine distance-transitive graphs by dealing with the only case left over, namely where the generalized Fitting subgroup of the stabilizer of a vertex is modulo the scalars a simple group of classical Lie type defined over the characteristic dividing the number of vertices of the graph.File in questo prodotto:
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