Mahdi Ebrahimi

collaborators

3 papers

math.CO2024

Cayley graphs on $p$ -solvable groups generated by $p$ -singular elements

Mahdi Ebrahimi

For a graph $I^$ , the multiplicity of the eigenvalue $0$ , denoted by $I^\cdot (I^)$ , is called the nullity of $I^$ . Also the energy of $I^$ , denoted by $E (I^)$ , is defined as t…

math.GR2024

Non-vanishing elements and complex group algebras

Mahdi Ebrahimi

Let $G$ be a finite group, and let $Irr (G)$ denote the set of irreducible complex characters of $G$ . An element $x$ of $G$ is said to be vanishing, if for some $I ¨ $ in $\m…

math.CO2024

Cayley graphs on symmetric groups generated by $n$ -cycles are hyperenergetic

Mahdi Ebrahimi

Let $I^$ be a simple graph with $n$ vertices. The energy of $I^$ , denoted by $E (I^)$ , is defined as the sum of the absolute values of the eigenvalues of $I^$ . The graph $…

Cayley graphs on p-solvable groups generated by p-singular elements

Non-vanishing elements and complex group algebras

Cayley graphs on symmetric groups generated by n-cycles are hyperenergetic

Cayley graphs on $p$ -solvable groups generated by $p$ -singular elements

Cayley graphs on symmetric groups generated by $n$ -cycles are hyperenergetic