QUALIFICATION (IN REVERSE CHRONOLOGY):

1. PhD: IIT Kharagpur, 2009
2. MSC: Ravenshaw Autonomous College Cuttack, 1997
3. BSC: Fakir Mohan College, Balasore, 1995

SPECIALISATION:

Operations Research, Fluid Dynamics

EXPERIENCE (IN REVERSE CHRONOLOGY):

• Assistant Professor Mathematics since 27.12.2023
• Professor Mathematics at SOA University Bhubaneswar from 17.01.2017 to 26.12.2023/li>
• Associate Professor Mathematics at SOA University Bhubaneswar from 01.08.2010 to 16.01.2017
• Assistant Professor Mathematics at SOA University Bhubaneswar from 23.07.2009 to 31.07.2010
• Mathematics at SOA University Bhubaneswar from 23.07.2009 to 31.07.2010
• Sr. Lecturer Mathematics at SOA University Bhubaneswar from 25.06.2007 to 22.07.2009
• Sr. Lecturer Mathematics at Seemanta Engineering College Mayurbhanj from 10.02.2005 to 23.06.2007
• Lecturer Mathematics at Seemanta Engineering College Mayurbhanj from 19.08.1998 to 09.02.2005

SUBJECTS TAUGHT:

• Calculus,
• Advanced Calculus,
• Engineering Mathematics(I,II,III, IV),
• Probability and Statistics,
• Differential Equations,
• Numerical Methods,
• Complex Analysis,
• Operations Research,
• Optimization in Engineering,
• Optimization Techniques,
• Advanced Optimization Techniques,
• Operation Management

RESEARCH AREA:

Operations Research, Optimization, Fuzzy Set Theory and its Applications, Fuzzy Stochastic Optimization, Stochastic Processes.

PUBLICATIONS:

INTERNATIONAL: RESEARCH PUBLICATIONS IN JOURNAL

1. Sahoo, A., &Dash, J. K. (2023). Pareto optimal solution of a fuzzy newsboy problem. Journal of Industrial Integration and Management, 1-17.
2. Bhatta, D. P., Mishra, S. R., Dash, J. K., & Reddy, M. G. (2023). Squeezing flow analysis of time dependent AA7072 and AA7075 water-based nanofluids through parallel disks with velocity and thermal slip conditions. Proceedings of the Institution of Mechanical Engineers, Part N: Journal of Nanomaterials, Nanoengineering and Nanosystems, 237(1-2), 45-58.
3. Panda, S., Dash, J. K., & Panda, G. B. (2023). Stochastic differential equation with fuzzy coefficients. IAENG International Journal of Applied Mathematics, 53(1), 66-75.
4. Sahoo, A., Dash, J. K., &Moharana, R. Single-and multi-objective optimization problems with pentagonal fuzzy number. In Modeling and Applications in Operations Research (pp. 155-167). CRC Press.
5. Barman, A., Das, R., De, P. K., &Dash, J. K. (2022). Optimal pricing, ordering, and replenishment policies in a multi-item inventory system for deteriorating items under time-varying backlogging rate. Journal of Industrial Integration and Management, 7(02), 235-256.
6. Panda, S., Dash, J. K., & Panda, G. B. (2022, February). A New Approach to Solve Linear Fuzzy Stochastic Differential Equation. In International Conference on Metaheuristics in Software Engineering and its Application (pp. 209-218). Cham: Springer International Publishing.
7. Dash, J. K., Panda, S., & Panda, G. B. (2022). A new method to solve fuzzy stochastic finance problem. Journal of Economic Studies, 49(2), 243-258.
8. Rajendra Kumar, M., Dash, J. K., &Bhaula, B. (2022). An exponential economic piece-wise inventory mathematical model for demand-dependent productions with partial back-ordering. Journal of Interdisciplinary Mathematics, 25(3), 659-680.
9. Ranarahu, N., &Dash, J. K. (2022). Computation of multi-objective two-stage fuzzy probabilistic programming problem. Soft Computing, 26(1), 271-282.
10. Sahoo, A., &Dash, J. K. (2022). Solving a single period inventory model with fuzzy inequality. International Journal of Operational Research, 43(3), 318-331.
11. Panda, S., Dash, J. K., & Panda, G. B. (2022). Properties of fuzzy Ito integrals with respect to fuzzy Brownian motion. Journal of Intelligent & Fuzzy Systems, 42(6), 5113-5124.
12. Bhatta, D. P., Mishra, S. R., &Dash, J. K. (2020). Optically thick radiating free convective MHD nanofluid flow over an exponentially accelerated plate. Karbala International Journal of Modern Science, 6(2), 9.
13. Mishra, S. R., Bhatta, D. P., Dash, J. K., & Makinde, O. D. (2019, August). A semi-analytical approach to time dependent squeezing flow of Cu and Ag water-based nanofluids. In Defect and Diffusion Forum (Vol. 393, pp. 121-137). Trans Tech Publications Ltd.
14. Bhatta, D. P., Mishra, S. R., &Dash, J. K. (2019). Unsteady squeezing flow of water‐based nanofluid between two parallel disks with slip effects: Analytical approach. Heat Transfer—Asian Research, 48(5), 1575-1594.
15. Bhaula, B., Dash, J. K., & Rajendra Kumar, M. (2019). An optimal inventory model for perishable items under successive price discounts with permissible delay in payments. Opsearch, 56, 261-281.
16. Sahoo, A., &Dash, J. K. (2019). Solving a chance-constrained single-period inventory model with type-1 fuzzy set. Operations Research in Development Sector, 15-27.
17. Ranarahu, N., Dash, J. K., & Acharya, S. (2019). Computation of multi-choice multi-objective fuzzy probabilistic transportation problem. Operations research in development sector, 81-95.
18. Ranarahu, N., Dash, J. K., & Acharya, S. (2018). Multi-objective fuzzy quadratic probabilistic programming problem involving fuzzy Cauchy random variable. International Journal of Operational Research, 32(4), 495-513.
19. Ranarahu, N., Dash, J. K., & Acharya, S. (2017). Multi-objective bilevel fuzzy probabilistic programming problem. Opsearch, 54, 475-504.
20. Sahoo, A., &Dash, J. K. (2016). A novel method for optimal solution of fuzzy chance constraint single-period inventory model. Advances in Fuzzy Systems, 2016.
21. Dash, J. K., & Sahoo, A. (2015). Optimal solution for a single period inventory model with fuzzy cost and demand as a fuzzy random variable. Journal of Intelligent & Fuzzy Systems, 28(3), 1195-1203.
22. Panda, G., &Dash, J. K. (2014). Nonlinear fuzzy chance constrained programming problem. Opsearch, 51, 270-279.
23. Acharya, S., Ranarahu, N., Dash, J. K., & Acharya, M. M. (2014). Computation of a multi-objective fuzzy stochastic transportation problem. International Journal of Fuzzy Computation and Modelling, 1(2), 212-233.
24. Acharya, S., Ranarahu, N., Dash, J. K., & Acharya, M. M. (2014). Solving multi-objective fuzzy probabilistic programming problem. Journal of Intelligent & Fuzzy Systems, 26(2), 935-948.
25. Ota, R.R., Ojha, A.K &Dash, J.K(2014). A Hybrid optimization technique for Solving Non-Linear Multi-Objective, Advanced Modelling and Optimization Problem, 16(1), 2014, 61-72.
26. Dash, J. K., Panda, G., & Nanda, S. (2009). Chance constrained programming problem under different fuzzy distributions. Int. J. Optim. Theory Methods Appl, 1(1), 58-71.
27. Nanda, S., Panda, G., &Dash, J. K. (2008). A new methodology for crisp equivalent of fuzzy chance constrained programming problem. Fuzzy Optimization and Decision Making, 7, 59-74.
28. Nanda, S., Panda, G., &Dash, J. K. (2008). Chance constrained programming with fuzzy inequality constraints. Opsearch, 45(1), 34-48.
29. Dash, J. K , Panda, G., & Nanda, S.(2007).,” Generalized Fractional 0-1 Programming Problems with Fuzzy parameter in objective function” Journal of Fuzzy Mathematics 15 (4), 957-963
30. Nanda, S., Panda, G., &Dash, J. K. (2006). A new solution method for fuzzy chance constrained programming problem. Fuzzy Optimization and Decision Making, 5, 355-370.
31. Dash, J. K , Panda, G., & Nanda, S.(2006)., “Generalized Fuzzy Fractional 0-1 Programming” Journal of Fuzzy Mathematics 14 (3), 649-653

RESEARCH GUIDANCE: Ph.D. 06 Completed 03 Continuing

AWARDS & HONOURS:

Guest editor: International journal of Mathematical Modeling and Numerical Optimization, Ex Associate Editor Journal of Orissa Mathematical Society.

MEMBERS OF PROFESSIONAL BODIES:

SPONSORED PROJECTS AND CONSULTANCY:

TO BE UPDATED

PATENTS:

TO BE UPDATED

BOOK/CHAPTER PUBLISHED:

• Sahoo, A., Dash, J.K. &Moharana, R. (2023) Single and Multi-Objective Optimization problems with Pentagonal Fuzzy numbers, Modeling and Applications in Operations Research Page; 155-168
• Panda, S., Dash , J.K.,& Panda, G.B. (2022) , A new Approach to solve Linear Fuzzy Stochastic Differential Equation, MetaHeuristic techniques in Software engineering and its Applications; 209-218
• Ranarahu, N., Dash, J.K., & Acharya, S. (2019), Computation of Multi-choice multi-objective fuzzy probabilistic transportation problem, Operations Research in Development Sector, Switzerland page:81-95
• Sahoo, A., Dash, J.K. Solving a Chance-Constrained single period inventory model with type-I fuzzy se., Operations Research in Development Sector, Switzerland page; page:15-27

SEMINAR/SHORT TERM COURSE ORGANISED:

TO BE UPDATED

EXTRA RESPONSIBILITIES: PIC Examination

PIC Examination, Center Superintendent for all Examinations

ADDRESS FOR COMMUNICATION:

Institute Of Management and Information Technology
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Cuttack - 753008, Odisha, India