Revan Index, PI Index and Revan Weighted PI Index of Möbius Function Graphs: A Comparative Study
Abstract
In mathematical chemistry and graph theory, topological indices help in understanding
the structure of molecular graphs. Recently, the M¨obius function graph of a finite group
has become a topic of interest due to its connections to algebra and topology. Despite
their importance, the topological indices ofM¨obius function graphs have received relatively
little attention. In this paper, we calculate and investigate the relationships between certain
degree- and distance-based topological indices, including the Revan index, the PI index,
and the Revan weighted PI index, for the M¨obius function graphs of finite groups.
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Published
2025-06-30
How to Cite
Jose, R., Susha, D., & Sajeev, M. (2025). Revan Index, PI Index and Revan Weighted PI Index of Möbius Function Graphs: A Comparative Study. Journal of Informatics and Mathematical Sciences, 17(2). Retrieved from https://www.rgnpublications.com/journals/index.php/jims/article/view/3179
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Research Article
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