Can I read Classification of flag-transitive primitive symmetric $(v,k,\lambda)$ designs with $PSL(2,q)$ as socle on EtoBox?

Classification of flag-transitive primitive symmetric $(v,k,\lambda)$ designs with $PSL(2,q)$ as socle by Zhou, Shenglin; Tian, Delu is a scholarly article available to read on EtoBox.

What is Classification of flag-transitive primitive symmetric $(v,k,\lambda)$ designs with $PSL(2,q)$ as socle about?

Let $\mathcal D$ be a nontrivial symmetric $(v,k,\lambda)$ design, and $G$ be a subgroup of the full automorphism group of $\mathcal D$. In this paper we prove that if $G$ acts flag-transitively, point-primitively on $\mathcal D$ and $Soc(G)= PSL(2,q)$, then D has parameters $(7, 3, 1)$, $(7, 4, 2)$, $(11, 5, 2)$, $(11, 6, 3)$ or $(15, 8, 4)$.

Author

Zhou, Shenglin; Tian, Delu

Published

2015

Language

EN