0000-0002-0738-652X About
Prof. Binod Chandra Tripathy received his M.Sc. and Ph.D. degrees from the Berhampur University, Odisha, India. Has produced 21 Ph.D. students under his guidance. He has published more than 220 research articles in different journals of international repute. Was the Director (i/c) of the Institute of Advanced Study in Science and Technology, Guwahati, for 11 months during 2012-13. His H-index as per the scopus database is 37 and google scholar is 48. He is one among the world's top 2% scientists as per the survey done by the Stanford University in the year 2020 and 2021. He is ranked 14 among the Indian Scientists of Mathematical Sciences having H-index more than 30 for the year 2022 as per Microsoft Academic Research.com data. He is currently a professor at Tripura University since 2016. He has research experience of more than 35 years. His research interests are Fuzzy set theory, Sequences of fuzzy numbers, Summability theory, Sequence space and Series, Sequences of complex uncertain variables, Spectral theory, Multiset topological space, Neutrosophic topological space, Decision making etc.
Employment
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Tripura University
Education
Education history is unavailable.
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Publications (199)
- Exploring Generalized Statistical Convergence within Ideal Contexts: A Neutrosophic n-Norm Perspective Save
- Lacunary p-Distance Convergence of Sequences of Complex Uncertain Variables Save
- Ideally slowly oscillating sequences of complex uncertain variables Save
- I-Convergence of fractional difference sequences of bi-complex numbers Save
- Application of Credibility Theory in the Study of Almost Ideal Convergent Sequence of Fuzzy Variables Save
- Insights into (λ,μ)-quantum difference relative uniform convergence Save
- An Investigation on µ-Deferred Triple Ideal Statistically Convergent Sequences in Credibility Space Save
- Analyzing seasonal changes and anthropogenic impacts on urban river water quality using a weighted fuzzy soft set-based multi-criteria decision-making model: a case study of the Manu River, India Save
- Exploring Strongly Almost λ-Convergence of Fuzzy Variable Sequences via Orlicz Functions in Credibility Space Save
- Lacunary statistical convergence sequences defined by D-Orlicz function Save