After the classification of flag-transitive linear spaces,attention has now turned to line-transitive linear *** spaces are first divided into the point-imprimitive and the point-primitive,the first class is usually e...
详细信息
After the classification of flag-transitive linear spaces,attention has now turned to line-transitive linear *** spaces are first divided into the point-imprimitive and the point-primitive,the first class is usually easy by the theorem of Delandtsheer and *** primitive ones are now subdivided,according to the O'Nan-Scotte theorem and some further work by Camina,into the socles which are an elementary abelian or non-abelian *** this paper,we consider the ***,T ≤ G ≤ Aut(T) and G acts line-transitively on finite linear spaces,where T is a non-abelian *** obtain some useful *** particular,we prove that when T is isomorphic to 3D4(q),then T is line-transitive,where q is a power of the prime p.
暂无评论