Dr. Kshitish Kumar Mohanta
Also known as: Mohanta, K K
Rajendra University, Janata College, Indira Gandhi National Tribal University, Gangadhar Meher University, Sambalpur University
About
Dr. Kshitish Kumar Mohanta is a faculty member in the Department of Mathematics at Rajendra University, Balangir, Odisha, India. He earned his PhD in Mathematics from Indira Gandhi National Tribal University, Amarkantak, India. His primary research interests include data envelopment analysis, fuzzy optimization, neutrosophic theory, and decision support systems, with a focus on efficiency and productivity analysis. He has published extensively in peer-reviewed journals and conference proceedings, with journal articles, book chapters, and multiple conference presentations. He is actively involved in academic service as a reviewer for renowned publishers, including Springer, Elsevier, Taylor & Francis, Emerald, Wiley, World Scientific, Inderscience Publishers, Hindawi, REA Press, and other journals, and is a member of professional societies like IAENG, the Operational Research Society, the International Center of Informatics and Computer Science (ICICS), the International Society of Fuzzy Set Extensions and Applications (ISFSEA), and the International Society on MCDM. Dr. Mohanta is also experienced in advanced computational tools such as MATLAB, Mathematica, and LaTeX, which he integrates into his teaching and research.
Employment
-
Rajendra University Assistant Professor (Guest)2024 - Present
-
Janata College Lecturer2018 - 2020
Education
-
Indira Gandhi National Tribal University Ph. D.2021 - 2024
-
Gangadhar Meher University M. Phil2018 - 2020
-
Sambalpur University M. Sc.2016 - 2018
-
Maharaja Sriram Chandra Bhanja Deo University B.Sc. Mathematics2013 - 2016
Projects & Funding
Projects & funding information is unavailable.
Publications (19)
- Fuzzy Regression Model to Assess the Rainfall Variability Trend inKalahandi, Odisha: Leveraging 100 Years of Data for Trend Robustnessand Predictive Accuracy Save
- Efficiency Analysis and Ranking of the Decision-Making Units Using Bipolar Fuzzy Data Envelopment Analysis Save
- Optimizing and ranking the decision-making units with fully neutrosophic DEA model: evidence from the educational performance in India Save
- A Malmquist fuzzy data envelopment analysis model for performance evaluation of rural healthcare systems Save
- Design and Application of Data Envelopment Analysis under the Extended Fuzzy Environment Save
- The spherical fuzzy data envelopment analysis (SF-DEA): A novel approach for efficiency analysis Save
- Enhanced Performance Evaluation Through Neutrosophic Data Envelopment Analysis Leveraging Pentagonal Neutrosophic Numbers Save
- Neutrosophic data envelopment analysis based on the possibilistic mean approach Save
- A novel modified Khatter's approach for solving Neutrosophic Data Envelopment Analysis Save
- A novel method for solving neutrosophic data envelopment analysis models based on single-valued trapezoidal neutrosophic numbers Save