Title of article
Mathematical results on harmonic polynomials
Author/Authors
Carballosa ، Walter Department of Mathematics and Statistics - Florida International University , Nápoles ، J. E. Departamento de Matemáticas - Universidad Nacional de Nordeste , Rodríguez ، José Departamento de Matemáticas - Universidad Carlos III de Madrid , Rosario ، O. Facultad de Matemáticas - Universidad Autónoma de Guerrero , Sigarreta ، José Facultad de Matemáticas - Universidad Autónoma de Guerrero
From page
279
To page
295
Abstract
The harmonic polynomial was defined in order to understand better the harmonic topological index. Here, we obtain several properties of this polynomial, and we prove that several properties of a graph can be deduced from its harmonic polynomial. Also, we prove that graphs with the same harmonic polynomial share many properties although they are not necessarily isomorphic.
Keywords
Polynomial , Harmonic topological index , Graphs
Journal title
Communications in Combinatorics and Optimization
Journal title
Communications in Combinatorics and Optimization
Record number
2762217
Link To Document