معرفی
Professor Memet Şahin is a distinguished academic at Gaziantep University, Faculty of Arts and Sciences, Department of Mathematics, where he has served since 1991. He currently holds the position of Professor, having progressed through the academic ranks from Research Assistant to his current role. His primary research focuses on neutrosophic sets, fuzzy logic, and mathematical structures with applications in decision-making systems.
Education:
- Doctorate in Mathematics (1998-2004) from Karadeniz Technical University, Institute of Sciences
- Master's in Mathematics (1993-1994) from Hacettepe University, Institute of Sciences
- Bachelor's in Mathematics Teaching (1985-1990) from Hacettepe University, Faculty of Education
- Associate Degree in Law Justice (2015-2020) from Atatürk University, Faculty of Open Education
Professor Şahin's research primarily centers on neutrosophic mathematics, a field that extends fuzzy logic to handle indeterminacy more effectively. His work spans neutrosophic triplet structures, neutrosophic metric spaces, and applications of neutrosophic sets in decision-making processes. He has made significant contributions to the theoretical foundations of neutrosophic algebraic structures, including neutrosophic triplet groups, rings, and vector spaces. His research also explores practical applications in social science modeling, particularly applying neutrosophic theory to sociological frameworks like Talcott Parsons's action theory.
His scholarly output reveals a clear progression from foundational work in fuzzy and neutrosophic sets toward increasingly sophisticated applications in decision-making systems. The research demonstrates strong interdisciplinary connections between pure mathematics, computer science, and social sciences. Recent work focuses on higher-order neutrosophic structures like quintuple and quadruple sets, indicating a trend toward more complex mathematical models capable of handling greater degrees of uncertainty.
Professor Şahin has supervised numerous research projects focused on making mathematics more accessible, including 'Kolay Matematik' (Easy Mathematics) initiatives aimed at addressing students' difficulties with mathematical concepts. His applied work bridges theoretical mathematics with practical educational challenges, demonstrating commitment to both academic advancement and pedagogical improvement.
