Volume 2 (2021)
Volume 1 (2020)
Main Subjects = Neutrosophic sets and their variants
Number of Articles: 7
1. A study of maximal and minimal ideals of n-refined neutrosophic rings
Volume 2, Issue 1 , Winter 2021, , Pages 16-22
Abstract
If R is a ring, then Rn(I) is called a refined neutrosophic ring. Every AH-subset of Rn(I) has the form P = ∑ni=0 p i Ii= {a0+a1I+⋯+anIn: ai∈p i}, where p i are subsets of the classical ring R. The objective of this paper is to determine the necessary and sufficient conditions on p i which ... Read More2. Neutrosophication of statistical data in a study to assess the knowledge, attitude and symptoms on reproductive tract infection among women
Volume 2, Issue 1 , Winter 2021, , Pages 33-40
Abstract
Statistics mainly concerned with data that may be qualitative or quantitative. Earlier we have used the notion of statistics in the classical sense where we assign values that are crisp. But in reality, we find some areas where the crisp concept is not sufficient to solve the problem. So, it seems difficult ... Read More3. Neutrosophic soft matrices and its application in medical diagnosis
Volume 2, Issue 1 , Winter 2021, , Pages 23-32
Abstract
In real life situations, there are many issues in which we face uncertainties, vagueness, complexities and unpredictability. Neutrosophic sets are a mathematical tool to address some issues which cannot be met using the existing methods. Neutrosophic soft matrices play a crucial role in handling indeterminant ... Read More4. K-algebras on quadripartitioned single valued neutrosophic sets
Volume 1, Issue 4 , Autumn 2020, , Pages 346-362
Abstract
Abstract Quadripartitioned single valued neutrosophic (QSVN) set is a powerful structure where we have four components Truth-T, Falsity-F, Unknown-U and Contradiction-C. And also it generalizes the concept of fuzzy, initutionstic and single valued neutrosophic set. In this paper we have proposed the ... Read More5. Some remarks on neutro-fine topology
Volume 1, Issue 3 , Summer 2020, , Pages 169-186
Abstract
The neutro-fine topological space is a space that contains a combination of neutrosophic and fine sets. In this study, the various types of open sets such as generalized open and semi-open sets are defined in such space. The concept of interior and closure on semi-open sets are defined and some of their ... Read More6. Generalizations and alternatives of classical algebraic structures to neutroAlgebraic structures and antiAlgebraic structures
Volume 1, Issue 2 , Spring 2020, , Pages 85-87
Abstract
In this paper we present the development from paradoxism to neutrosophy, which gave birth to neutrosophic set and logic and especially to NeutroAlgebraic Structures (or NeutroAlgebras) and AntiAlgebraic Structures (or AntiAlgebras) that are generalizations and alternatives of the classical algebraic ... Read More7. Application of transportation problem under pentagonal Neutrosophic environment
Volume 1, Issue 1 , Winter 2020, , Pages 27-41