We found a match
Your institution may have access to this item. Find your institution then sign in to continue.
- Title
General form of the automorphism group of bicyclic graphs.
- Authors
Madani, Somayeh; Ashraf, Ali Reza
- Abstract
In 1869, Jordan proved that the set T of all finite groups that can be represented as the automorphism group of a tree is containing the trivial group, it is closed under taken the direct product of groups of lower orders in T, and wreath product of a member of T and the symmetric group on n symbols is again an element of T . The aim of this paper is to continue this work and another works by Klav´ik and Zeman in 2017 to present a class S of finite groups for which the automorphism group of each bicyclic graph is a member of S and this class is minimal with this property.
- Publication
Quasigroups & Related Systems, 2023, Vol 31, Issue 1, p97
- ISSN
1561-2848
- Publication type
Article
- DOI
10.56415/qrs.v31.07