Abstract
A Fibonacci Product Cordial labeling is an assignment of Fibonacci numbers to the vertices of a graph in a way that determines edge labels based on the product of vertex labels, modulo 2. The labeling is valid if the number of edges labeled 0 and 1 differ by at most 1. If a graph allows such a labeling, it is called a Fibonacci Cordial graph. We explore various snake graphs and Helm graphs that can have this type of labeling.
Faculty Advisor
Dr. Soumya Bhoumik
Department/Program
Math
Submission Type
in-person poster
Date
4-1-2025
Rights
Copyright the Author(s)
Recommended Citation
Arial, Anthony S. and Bhoumik, Soumya
(2025)
"Fibonacci Product Cordial Labeling of Generalized Triangular Snake and Other Graphs,"
SACAD: Scholarly Activities: Vol. 2025, Article 50.
Available at:
https://scholars.fhsu.edu/sacad/vol2025/iss2025/50
