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This paper explores the degree sum energy of nilpotent graphs associated with cyclic rings of prime power order, utilizing concepts from chemical graph theory. It presents key results including formulas for the energy graph and degree sum matrix of nilpotent graphs, along with the characteristic polynomials for different cases of cyclic rings. The study emphasizes the relationship between algebraic structures and graph energies, motivating further research in this area.
- Author
- Adhitya Wisnu Wardhana
- Language
- EN