1DEPARTMENT OF MATHEMATICS, UNIVERSITY OF ISFAHAN, ISFAHAN 81746-71441, IRAN; AND INSTITUTE FOR STUDIES IN THEORETICAL PHYSICS AND MATHEMATICS (IPM); TEHRAN, IRAN.
In this note we prove that all connected Cayley graphs of every finite group \(Q \times H\) are \(1\)-factorizable, where \(Q\) is any non-trivial group of \(2\)-power order and \(H\) is any group of odd order.
Citation
A. Abdollahi. \(1\)-Factorizations of Cayley Graphs[J], Ars Combinatoria, Volume 086. 129-131. .
