Abstract
Soft set theory, proposed by D. Molodtsov, is a mathematical framework for dealing with uncertain data. Soft set theory is now widely used to solve decision-making problems and has a wide range of applications in economics, engineering, medicine, and other fields, as demonstrated by Molodtsov’s pioneering work. A directed graph is a graph with directed edges. Directed graphs can be used to study and solve problems involving social networks, shortest paths, electrical circuits, and so on. By extending the notion of the soft set to directed graphs, we presented soft directed graphs. Soft directed graphs offer a parameterized perspective on directed graphs. In this paper, we introduce and investigate the corona product and the restricted corona product of soft directed graphs.
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