A Novel Approach towards Bipolar Soft Sets and Their Applications

By Tahir Mahmood. Journal of mathematics, 2020

213 citations recorded by the source corpus.

The notion of bipolar soft sets has already been defined, but in this article, the notion of bipolar soft sets has been redefined, called T-bipolar soft sets. It is shown that the new approach is more close to the concept of bipolarity as compared to the previous ones, and further it is discussed that so far in the study of soft sets and their generalizations, the concept introduced in this manuscript has never been discussed earlier. We have also discussed the operational laws of T-bipolar soft sets and their basic properties. In the end, we have deliberated the algebraic structures associated with T-bipolar soft sets and the applications of T-bipolar soft sets in decision-making problems.

Subfields: Management Science and Operations Research

View Paper: https://www.semanticscholar.org/paper/7a0fbef6875688243649fb52007b94a839c4992f

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In Management Science and Operations Research

1. Zeeshan Ali
2. Kifayat Ullah
3. Qaisar Khan
4. Tahir Mahmood
5. Irik Z. Mukhametzyanov

Citations in the corpus

• Einstein Geometric Aggregation Operators using a Novel Complex Interval-valued Pythagorean Fuzzy Setting with Application in Green Supplier Chain Management (2021, methodology): “In the future, we will extend the elaborated work for complex q-rung orthopair fuzzy sets (Ali and Mahmood, 2020), complex spherical fuzzy sets (Ali et al., 2020a), and complex T-spherical fuzzy sets (Ali et al., 2020b) to improve the quality of the research works.”