Document Type

Article

Rights

This item is available under a Creative Commons License for non-commercial use only

Publication Details

Proceedings of the Royal Irish Academy, 96A 1 (1996) pp.33-41. http://www.ria.ie/publications/index.html

Abstract

It is a long standing problem of A.L.S. Corner as to whether there exists a non-transitive fully transitive Abelian p-group with finite Ulm subgroups. The principal result of this paper shows that no such group exists for a special class of p-groups if the Ulm subjgroup is the direct sum of two cyclic groups. Some results on summands of trnsitive and fully transitive groups are obtained.

Included in

Mathematics Commons

Share

COinS