Prasanta Kumar Das
Associate Professor
Dr. Prasanta Kumar Das is working as a Associate Professor of Mathematics at KIIT Deemed to be University in Bhubaneswar, Odisha, India. He obtained his undergraduate degree in Mathematics (1994) from M. P, C. College (Affiliated under Utkal University, Odisha) in India. He obtained his Postgraduate degree in Mathematics (2002) from Khallikote Autonomous College (KAC) (Affiliated under Berhampur University, Odisha) in India. Dr. Das got merit certificate by getting first class first position in Mathematics at KAC. Dr. Das received his Ph.D. in Mathematics from the Natitional Institute of Technology, Odisha (India) in 2006 under the supervision of the Professor Akrur Behera. After completion of Ph.D., he was appointed to the Department of Mathematics at Seemanta Engineering College (SEC), Jharpokharia (Odisha) in 2006 as a Lecturer and promoted to Senior Lecturer. He joined the KIIT-DU in 2011 as an Associate Professor and promoted to Associate Professor in 2018. The researh work of Dr. Das are variational inequalities, complementarity problems, fixed point theorems on set theory, differential equations, and numerical methods.
Dr. Das has made over 57 publication of International repute and 06 peer reviewed papers. Dr. Das has supervised 08 Ph.D. scholars and 01 M.Sc. student. Current research work of Dr. Das are based on following areas: 1. Variational Inequality Problems using Fractional Calculus 2. Variational Inequality Problems using Summability Theory 3. Numerical Approach to study Variational Inequality Problems 4. Fuzzy Variational Inequality Problems 5. Variational Inequality Problems in various spaces
Ph. D. in Mathematics, MCA
Administrative Responsibility
Course Coordinator of Probability and Statistics (MA21001)
Outreach Activity
1. Art of Giving 2. Plantation
"1. Mitra, S., and Das, P. K. (2023). A study on approximation problems, functional projection problems, and graph projection problems, Fangzhi Gaoxiao Jichukexue Xuebao (Journal for Basic Sciences), 23(6), 556 – 564, ISSN: 1006-8341, DOI: 10.37896/JBSV23.6/2342
https://fzgxjckxxb.com/volume-23-issue-6-2023
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2. Das, P. K. (2023). K-numerical range and A-mapping for bidual maps in stereotype vector Spaces, Fangzhi Gaoxiao Jichukexue Xuebao (Journal for Basic Sciences), 23(6), 305 – 314, ISSN: 1006-8341, DOI: 10.37896/JBSV23.6/178, https://fzgxjckxxb.com/volume-23-issue-2-2023/
"3. Swarupa, O. K., Biswal, R. K., Das, P. K. and Das, S. K. (2022). Angular birefringence phase matching behavior of Lithium Triborate (LBO) crystal for second harmonic generation in broad wavelength range, Materials Today: Proceedings, 62 (2022), 6221 – 6226.
https://doi.org/10.1016/j.matpr.2022.05.102; ISSN : 2214 - 7553
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4. Mitra, S., Dash, S. and Das*, P. K. (2022). Existence of inequality problems under golden ratio and their study in H-space, GIS Science Journal, 9(7), 1574 – 1581, ISSN:1869-9391
"5. Mitra, S. and Das*, P. K. (2022). On study of f-approximation problems and σ-Involuntary Variational Inequality Problems, Nonlinear Functional Analysis and Applications, 27(2) 223-232 (2022), ISSN:2466-0973 Kyungnam University Press, https://doi.org/10.22771/nfaa.2022.27.02.01
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"6. Nayak*, L., Baliarsingh, P., Samantaray, S., and Das, P. K. (2022). On differed statistical convergence through regular variations, FILOMAT, 36 (7), 2193-2203 ISSN: 2406-0933, https://doi.org/10.2298/FIL2207193N
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7. Das*, P. K., Mishra, S. N., and Samal, S. K. (2021). Study of some generalized h-variational inequality problems in H-pseudospace, Nonlinear Functional Analysis and Applications, 26(3), 475 - 496. ISSN:2466-0973Kyungnam University Press
8. Das, P. K. (2021). Existence of the solution of the Stereotype Vector Variational Inequalities in Stereotype Vector Spaces using indicator function, Advances in Nonlinear Variational Inequalities, 24(1), 23 - 48. ISSN:1092-910X
9. Das*, P . K., and Baliarsingh, P.(2020). Involutory Difference Operator and j-th-Difference Operator, PanAmerican Mathematical Journal, 30(4), 53 – 62. ISSN:1064-9735
10. Mohanta S. K., and Das*, P. K. (2020). Extension of Egervary Theorem on optimal solution of assignment problem: Logical approach, Nonlinear Functional Analysis and Applications, 25(3), 545 – 562. ISSN:1229-1595(print)2466-0973(online)