Details

Autor(en) / Beteiligte

• Öztürk Sözen, Esra
• Alsuraiheed, Turki
• Abdioğlu, Cihat
• Ali, Shakir

Titel

Computing Topological Descriptors of Prime Ideal Sum Graphs of Commutative Rings

Ist Teil von

• Symmetry (Basel), 2023-11, Vol.15 (12), p.2133

Ort / Verlag

MDPI AG

Erscheinungsjahr

2023

Link zum Volltext

Quelle

Electronic Journals Library

Beschreibungen/Notizen

• Let n≥1 be a fixed integer. The main objective of this paper is to compute some topological indices and coindices that are related to the graph complement of the prime ideal sum (PIS) graph of Zn, where n=pα,p2q,p2q2,pqr,p3q,p2qr, and pqrs for the different prime integers p,q,r, and s. Moreover, we construct M-polynomials and CoM-polynomials using the PIS-graph structure of Zn to avoid the difficulty of computing the descriptors via formulas directly. Furthermore, we present a geometric comparison for representations of each surface obtained by M-polynomials and CoM-polynomials. Finally, we discuss the applicability of algebraic graphs to chemical graph theory.