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Neutrosophic tri̇plet some algebrai̇c structures

2021
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Advisor: Prof. Dr. Memet Şahin

Abstract (EN)

This thesis consists of five part chapters. In the first, fuzzy sets and the historical background of neutrosophic sets are mentioned in the introduction. The second guideline fuzzy set, intuitionistic fuzzy set, neutrosophic set which is an extended of the fuzzy set, monovalent neutrosophic set, interval valued neutrosophic set, and neutrosophic triplet set are given basic definitions and theorems. The third section is the study on the neutrosophic triplet ring and the neutrosophic triplet open development, while the fourth neutrosophic binary semi-group and the uncountable neutrosophic triplet groups are examined. In the last part, basic fundamentals, examples and theorems about advanced knowledge and applications of neutrosophic triplet topology are given.

Author

Dr. Güler Ataş

How to Cite

Güler Ataş (Master Thesis). Neutrosophic tri̇plet some algebrai̇c structures, 2021, Gaziantep University.

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