On Neutrosophic α(γ,β)-Continuous Functions, Neutrosophic α(γ,β)-Open (Closed) Functions in Neutrosophic Topological Spaces [PDF]
We explain the neutrosophic α(γ,β)-continuous function in the neutrosophic topological spaces. We analyze their behaviour; study the various relations and properties existing among them.
N. Kalaivani +2 more
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Salient Object Detection Based on Optimization of Feature Computation by Neutrosophic Set Theory. [PDF]
Song S, Li Y, Jia Z, Shi F.
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A Bonferroni mean considering Shapley fuzzy measure under hesitant bipolar-valued neutrosophic set environment for an investment decision. [PDF]
Awang NA, Abdullah L, Hashim H.
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A Study of the Neutrosophic Set Significance on Deep Transfer Learning Models: an Experimental Case on a Limited COVID-19 Chest X-ray Dataset. [PDF]
Khalifa NEM +3 more
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OnNeutrosophic Crisp g#x Closed Set Operators [PDF]
The concept of g#α closed set in general topological spaces was first introduced by Muthukumaraswamy K et. al.,. Recently, kokilavani V, Tharani K et. al., introduced neutrosophic crisp g#α closed set in neutrosophic crisp topological space. Now, in this
K. Tharani, V. Kokilavani
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Hesitant Bipolar-Valued Neutrosophic Set: Formulation, Theory and Application
This paper proposes a hesitant bipolar-valued neutrosophic set (HBVNS) based on the combination of bipolar neutrosophic sets and hesitant fuzzy sets.
Azzah Awang, Mumtaz Ali, Lazim Abdullah
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Concepts such as Fuzzy Sets, Neutrosophic Sets, Rough Sets, and Plithogenic Sets have been extensively studied to address uncertainty, finding diverse applications across various fields. A Double-Valued Neutrosophic Set (DVNS) extends traditional neutrosophic sets by introducing two distinct indeterminacy components: one leaning towards truth and the ...
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NC-TODIM-Based MAGDM under a Neutrosophic Cubic Set Environment
A neutrosophic cubic set is the hybridization of the concept of a neutrosophic set and an interval neutrosophic set. A neutrosophic cubic set has the capacity to express the hybrid information of both the interval neutrosophic set and the single valued ...
Surapati Pramanik +3 more
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From Neutrosophic Soft Set to Effective Neutrosophic Soft Set Generalizations and Applications
The Neutrosophic Soft Set (NSS) is an advanced and highly effective expansion of soft sets, specifically designed to handle parameterized values of alternatives. As an enhanced version of fuzzy soft sets, it provides a novel mathematical framework that offers significant advantages in dealing with uncertain information. This model is created by merging
Sumyyah Al-Hijjawi +2 more
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Zadeh [1] introduced and studied truth (t), the degree of membership, and defined the fuzzy set theory. The falsehood (f), the degree of nonmembership, was introduced by Atanassov [2–4] in an intuitionistic fuzzy set.
Parimala, Mani +2 more
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