A Comprehensive Review of Soft Semigraph Theory and Its Role in Uncertain Systems

Soft semigraphs combine the concepts of soft set theory and semigraph theory to provide a useful framework for dealing with uncertainty and complex relationships in mathematical structures. This review paper presents a systematic study of the development of soft semigraph theory, starting from its basic definitions and moving towards more advanced concepts and structures. Important definitions, operations, and properties introduced in earlier works are collected and discussed in a unified manner. The paper also highlights possible areas for future research, including fuzzy and intuitionistic approaches, algorithmic developments, and algebraic aspects of soft semigraphs. This review is expected to serve as a helpful reference for researchers working in the area of soft semigraph theory and related topics.