Title of article :
Domination topological properties of some chemical structures using φp-polynomial approach
Author/Authors :
Ahmed ، Hanan Department of Mathematics - Yuvaraja’s college - University of Mysore , Farahani ، Mohammad reza Department of Applied Mathematics - Iran University of Science and Technology (IUST) , Alwardi ، Anwar Department of Mathematics - University of Aden , Salestina ، m. Ruby Department of Mathematics - Yuvaraja’s college - University of Mysore
Abstract :
φp-Polynomial is one way to represent a graph algebraically, and it has a major role in theoretical chemistry. It is used in the calculation of the exact values of many topological indices that depend on the P set degree. In this paper, we study the φp Polynomial by using minimal and minimum dominating sets for Nicotine, Aspirin, and Anthraquinone. Using those φp Polynomials, some domination and domination topological indices are derived. Also, the results are graphically interpreted.
Keywords :
Domination topological indices , Anthraquinone , Nicotine , aspirin , φp , Polynomial
Journal title :
Eurasian Chemical Communications
Journal title :
Eurasian Chemical Communications
