Fuzzy Tolerance Hypergraphs and Fuzzy ToleranceSuperhypergraphs

Autores/as

  • Takaaki Fujita Independent Researcher, Tokyo, Japan. Autor/a
  • Arif Mehmood Department of Mathematics, Institute of Numerical Sciences, Gomal University, Dera Ismail Khan 29050, KPK, Pakistan ( Autor/a

Palabras clave:

SuperHyperGraph, HyperGraph, Fuzzy Graph, Fuzzy Hypergraph, Fuzzy SuperHyperGraph, Tolerance SuperHyperGraph, Tolerance HyperGraph

Resumen

 Hypergraphs generalize this framework by allowing hyperedges that join more than two vertices [1,2].
Superhypergraphs further enrich the model through iterated powerset constructions, capturing hierarchical and
self-referential structures among hyperedges [3]. In this paper, we introduce new classes of graphs, namely
the Tolerance SuperHyperGraph, Tolerance HyperGraph, Fuzzy Tolerance Hypergraph, and Fuzzy Tolerance
SuperHypergraph, and examine their properties.

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Publicado

2025-11-23

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Artículos

Cómo citar

Fuzzy Tolerance Hypergraphs and Fuzzy ToleranceSuperhypergraphs. (2025). Neutrosophic Computing and Machine Learning, 41, 46-70. https://fs.unm.edu/NCML_2/index.php/NCML/article/view/35

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