Branch Mathematics and Statistics Faculty and Staff Publications
Document Type
Article
Publication Date
2025
Abstract
Graph characteristics are often studied through various parameters, with ongoing research dedicated to exploring these aspects. Among these, graph width parameters—such as treewidth—are particularly important due to their practical applications in algorithms and real-world problems. A hypergraph generalizes traditional graph theory by abstracting and extending its concepts [77]. More recently, the concept of a SuperHyperGraph has been introduced as a further generalization of the hypergraph. Neutrosophic logic [133], a mathematical framework, extends classical and fuzzy logic by allowing the simultaneous consideration of truth, indeterminacy, and falsity within an interval. In this paper, we explore Superhypertree-width, Neutrosophic treewidth, and t-Neutrosophic tree-width.
Publication Title
Neutrosophic Systems with Applications
Volume
25
First Page
53
Last Page
77
Language (ISO)
English
Keywords
Neutrosophic Graph, Hypertree Width, Superhypertree Width, Tree-width, Neutrosophictree-width.
Recommended Citation
Fujita, Takaaki and Florentin Smarandache.
"Some Graph Parameters for Superhypertree-width and Neutrosophictree-width."
Neutrosophic Systems with Applications
