Special Issue "Advances in Neutrosophic and Plithogenic Sets for Engineering and Sciences: Theory, Models, and Applications (ANPSESTMA)"

Submission Deadline: 22 September 2021 (closed)
Guest Editors
Dr. S.A. Edalatpanah, Ayandegan Institute of Higher Education, Iran
Prof. Florentin Smarandache, University of New Mexico, United States

Summary

Recently, research on uncertainty modeling is progressing rapidly and many essential and breakthrough studies have already been done. There are various ways such as fuzzy and intuitionistic fuzzy sets to handle these uncertainties. Although these concepts can handle incomplete information in various real-world issues, they cannot address all types of uncertainty such as indeterminate and inconsistent information. The neutrosophic theory that was founded by Florentin Smarandache in 1998 constitutes a further generalization of fuzzy set, intuitionistic fuzzy set, picture fuzzy set, Pythagorean fuzzy set, spherical fuzzy set, etc. Since then, this logic has been applied in various domains of science and engineering. Furthermore, the plithogenic set (as a generalization of crisp, fuzzy, Intuitionistic fuzzy and neutrosophic sets) was introduced by Smarandache in 2017. The plithogenic set is a set whose elements are characterized by the attribute values.

The objective of this special issue is to compile new and recent developments in methodologies, techniques, and applications of Neutrosophic and plithogenic sets for various practical problems and demonstrate the challenging issues on these topics. We welcome authors to present state-of-the-art and recent advancements in neutrosophic and plithogenic techniques, methodologies, mixed approaches, and research directions pointing to unsolved issues. Potential topics include but are not limited to the following:

· Neutrosophic and plithogenic modelling

· Neutrosophic and plithogenic optimization

· Neutrosophic and plithogenic sets in multiple criteria decision making

· Neutrosophic and plithogenic sets in multiple objective decision making

· Neutrosophic and plithogenic sets in linear/ nonlinear systems

· Neutrosophic and plithogenic sets in Data Envelopment Analysis

· Neutrosophic and plithogenic sets in manufacturing

· Neutrosophic and plithogenic sets in lattice structure

· Neutrosophic and plithogenic sets in fault diagnosis

· Neutrosophic and plithogenic sets in Metaheuristic algorithms

· Neutrosophic and plithogenic sets in Artificial Intelligence

· Neutrosophic and plithogenic sets in neural networks and deep learning

· Neutrosophic and plithogenic sets in pattern recognition

· Neutrosophic and plithogenic sets in Virtual Reality

· Neutrosophic and plithogenic sets in big data and analytics

· Neutrosophic and plithogenic sets in image processing

· Neutrosophic and plithogenic sets in supply chain and logistics management

· Neutrosophic and plithogenic sets in information systems and e-Business


Keywords
Neutrosophic sets, plithogenic sets, optimization, decision making, big data, manufacturing, deep learning, image processing.

Published Papers
  • Neutrosophic κ-Structures in Ordered Semigroups
  • Abstract In general, ordered algebraic structures, particularly ordered semigroups, play an important role in fuzzification in many applied areas, such as computer science, formal languages, coding theory, error correction, etc. Nowadays, the concept of ambiguity is important in dealing with a variety of issues related to engineering modeling problems, network theory, decision-making problems in real-life situations, and so on. Several theories have been developed by various researchers to overcome the difficulties that arise from uncertainty, including fuzzy sets, intuitionistic fuzzy sets, probability, soft sets, neutrosophic sets, and many more. In this paper, we focus solely on neutrosophic set theory. In ordered… More
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  • A New Approach to Vague Soft Bi-Topological Spaces
  • Abstract Fuzzy soft topology considers only membership value. It has nothing to do with the non-membership value. So an extension was needed in this direction. Vague soft topology addresses both membership and non-membership values simultaneously. Sometimes vague soft topology (single structure) is unable to address some complex structures. So an extension to vague soft bi-topology (double structure) was needed in this direction. To make this situation more meaningful, a new concept of vague soft bi-topological space is introduced and its structural characteristics are attempted with a new definition. In this article, new concept of vague soft bi-topological space (VSBTS) is initiated… More
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  • On Single Valued Neutrosophic Regularity Spaces
  • Abstract This article aims to present new terms of single-valued neutrosophic notions in the Šostak sense, known as single-valued neutrosophic regularity spaces. Concepts such as r-single-valued neutrosophic semi £-open, r-single-valued neutrosophic pre-£-open, r-single valued neutrosophic regular-£-open and r-single valued neutrosophic α£-open are defined and their properties are studied as well as the relationship between them. Moreover, we introduce the concept of r-single valued neutrosophic θ£-cluster point and r-single-valued neutrosophic γ £-cluster point, r-θ£-closed, and θ£-closure operators and study some of their properties. Also, we present and investigate the notions of r-single-valued neutrosophic θ£-connectedness and r-single valued neutrosophic δ£-connectedness and investigate relationship… More
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  • Neutrosophic N-Structures Applied to Sheffer Stroke BL-Algebras
  • Abstract In this paper, we introduce a neutrosophic N-subalgebra, a (ultra) neutrosophic N-filter, level sets of these neutrosophic N-structures and their properties on a Sheffer stroke BL-algebra. By defining a quasi-subalgebra of a Sheffer stroke BL-algebra, it is proved that the level set of neutrosophic N-subalgebras on the algebraic structure is its quasi-subalgebra and vice versa. Then we show that the family of all neutrosophic N-subalgebras of a Sheffer stroke BL-algebra forms a complete distributive lattice. After that a (ultra) neutrosophic N-filter of a Sheffer stroke BL-algebra is described, we demonstrate that every neutrosophic N-filter of a Sheffer stroke BL-algebra is… More
  •   Views:568       Downloads:556        Download PDF