Disjunctive Product of Soft Directed Graphs

Jinta Jose (), Bobin George and Rajesh K. Thumbakara ()
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Jinta Jose: Department of Science and Humanities, Viswajyothi College of Engineering and Technology, Vazhakulam, India
Bobin George: Department of Mathematics, Pavanatma College, Murickassery, Idukki, India
Rajesh K. Thumbakara: Department of Mathematics, Mar Athanasius College (Autonomous), Kothamangalam, India

New Mathematics and Natural Computation (NMNC), 2025, vol. 21, issue 01, 229-244

Abstract: D. Molodtsov proposed the soft set theory as a mathematical framework to handle uncertain data, which has now become a popular approach for solving decision-making problems. A directed graph is a type of graph where edges have a specific direction. Directed graphs are useful for analyzing social connections, and electrical circuits, and finding the shortest paths. Soft directed graphs were introduced to extend the concept of soft set theory to directed graphs. Soft directed graphs provide a parameterized perspective on directed graphs. This study examines the disjunctive product and restricted disjunctive product of soft directed graphs and their properties.

Keywords: Soft set; soft directed graph; soft directed graph products (search for similar items in EconPapers)
Date: 2025
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DOI: 10.1142/S1793005725500139

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