Numerous concepts for handling uncertainty have been developed. Among them, this paper
focuses on fuzzy sets, neutrosophic sets, and plithogenic sets. A fuzzy set assigns a …

This article aims to explore the deeper connections between neutrosophy and
hyperstructures. Speci cally, we introduce the concept of neutrosophic quadruple Hv …

This paper delves into the concepts of Hyperfunctions and n-Superhyperfunctions,
extending classical set functions into higher-order frameworks. By generalizing properties …

Algebraic hyperstructure is a generalized form of the ordinary algebraic structures. Research
on algebraic hyperstructures can focus on the theory and its applications. In this chapter, the …

The notion of Neutrosophic sets first introduced by Smarandache in 1998 as a
generalization of intuitionistic fuzzy sets. Furthermore, Al-Tahan in 2022 introduced the …

In 1934, Marty introduced the concept of hyperstructures, which serves as a generalization
of algebraic structures. Hyperstructures have applications in various fields, including …

The concept of hypersemigroups is a generalization of semigroups with several real-world
applications. The notions of hyperideals play an important role in studying hypersemigroups …

This article aims to explore the deeper connections between neutrosophy and
hyperstructures. Specifically, we introduce the concept of neutrosophic quadruple H v …

The concept of hybrid structures, which combine soft and fuzzy sets, offers a powerful
mathematical framework. In this study, we apply hybrid structures to explore the relationship …

The theory of hyperstructures is of great importance due to its connections to various fields of
Science. $ H_v $-structures are hyperstructures where the equality is replaced by the …