M. Z. Idris

The Energy of Conjugate Graph of a Dihedral Group

M. S. Mahmud, Pokalas P. Tal, M. Z. Idris & A. A. Malle · Journal of Advances in Mathematics and Computer Science · 2021

Let \(\Gamma_{D_{2 n}}^{C}\) and \(E(\Gamma)\) denote the conjugate graph of a dihedral group of order \(2 n(n \in \aleph)\) and the energy of a graph respectively. The sum of the absolute values of the eigenvalues of an adjacency matrix's eigenvalues is the energy of a graph. In...

Open access Research Article 10.9734/jamcs/2021/v36i1230424

The Energy of Conjugate Graph of Some Finite Metabelian Groups of Order Less Than 24

M. S. Mahmud, A. A. Malle, C. Chibuisi & M. Z. Idris · Journal of Advances in Mathematics and Computer Science · 2021

The conjugacy classes of the Metabelian group G, plays an important role in defining the conjugate graph, whose vertices are non-central elements of G, and two vertices are connected if and only if they are conjugate. The constructions of conjugate graphs of all non abelian metab...

Open access Research Article 10.9734/jamcs/2021/v36i730383