Title of article
The minimum edge dominating energy of the Cayley graphs on some symmetric groups
Author/Authors
Chokani ، Sharife Department of Mathematics - Faculty of Sciences - Golestan University , Movahedi ، Fateme Department of Mathematics - Faculty of Sciences - Golestan University , Taheri ، Mostafa Department of Mathematics - Faculty of Sciences - Golestan University
From page
15
To page
30
Abstract
The minimum edge dominating energy of a graph G is defined as the sum of the absolute values of eigenvalues of the minimum edge dominating matrix of G. In this paper, for some finite symmetric groups Γ and subset S of Γ, the minimum edge dominating energy of the Cayley graph of the group Γ, denoted by Cay(Γ, S), is investigated.
Keywords
Cayley graph , Eigenvalue , Minimum edge dominating energy , Symmetric group
Journal title
Journal of Algebraic Structures and Their Applications
Journal title
Journal of Algebraic Structures and Their Applications
Record number
2760443
Link To Document