collaborators

8 papers

math.CO2026

On Generalized von Neumann Inverse Graphs of Finite Commutative Regular Rings

Felicia Servina Djuang, Indah Emilia Wijayanti, Yeni Susanti

Let be a ring with identity. The generalized von Neumann inverse graph of , denoted by , is defined as the graph whose vertex set is , where two distinc…

math.CO2026

Prime Square Order Cayley Graph of Cyclic Groups of Particular Valency

Iqbal Atmaja, Ahmad Erfanian, Yeni Susanti +2

As a vital link between group theory and graph theory, Cayley graphs provide a geometric framework for encoding algebraic structures. This study explores the properties of Cayley g…

math.CO2026

On Some Bi-Cayley Graphs over Cyclic Groups of Order and Related Extensions

Iqbal Atmaja, Yeni Susanti, Ahmad Erfanian

We investigate structural and combinatorial properties of Bi-Cayley graphs defined over cyclic groups of order , where and are distinct primes. We begin by describi…

math.CO2026

Shuriken Graphs Arising from Clean Graphs of Rings and Their Properties Relative to Base Graphs

Felicia Servina Djuang, Indah Emilia Wijayanti, Yeni Susanti

Let be a finite ring with identity. The idempotent graph is the graph whose vertex set consists of the non-trivial idempotent elements of , where two distinct vertice…

math.CO2025

Exploring the 3-Token Graph of Particular Graphs

Felicia Servina Djuang, Arizka Yuliana, Widi Bagaskara +1

This study investigates the properties of the 3-token graph derived from path graphs, with a particular focus on its structural characteristics and key attributes. We analyze how t…

math.CO2025

Isomorphism of Clean Graphs over and Structural Insight into

Felicia Servina Djuang, Indah Emilia Wijayanti, Yeni Susanti

Let be a finite ring with identity. The clean graph of a ring is a graph whose vertices are pairs , where is an idempotent element and is a unit of…