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Research Interest : Currently, I'm a full-time research scholar in the Department of Mathematics , IIT Guwahati under the supervision of Prof. Natesan Srinivasan. My primary research interests lie in Computational and Mathematical Finance, Neural Networks, Machine Learning, Numerical Analysis, Differential Equations (ODE/PDE), Finite Element Method, Finite Difference Method.

Publications

Accepted

2. S. Bansal, S. Natesan, A novel higher-order efficient computational method for pricing European and Asian options, Numerical Algorithms, 1–33, 2024. (Springer, SCIE, IF: 1.7, MCQ: 1.21)

3. S. Bansal, S. Natesan, An Efficient Fourth-Order Numerical Scheme for Nonlinear Multi-Asset Option Pricing Problems, Mediterranean Journal of Mathematics, 21(7) (2024), 1-25. (Springer, SCIE, IF: 1.1, MCQ: 0.68)

4. S. Badireddi, S. Bansal, S. Natesan, Numerical Solution of Passport Option Pricing Problem with Polynomial Neural Networks, Computational Economics, 1–32, 2025. (Springer, SCIE, IF: 1.9)

5. S. Bansal, S. Natesan, A robust and effective numerical technique for solving Black-Scholes PDEs, Current Progress in Engineering Sciences; Selected Papers of RIC 2024, (In Press).

6. S. Bansal, S. Natesan, An efficient robust computational method for solving Black-Scholes PDEs, Mathematical Communications, 2025. (Mathos, SCIE, IF: 0.7, MCQ: 0.19)

7. S. Bansal, S. Natesan, An accurate and stable numerical method for pricing Asian options, Methodology and Computing in Applied Probability, 2025. (Springer, SCIE, IF: 1.0, MCQ: 0.25)

Revised and Resubmitted

2. S. Bansal, S. Natesan, An efficient and robust computational approach to passport option pricing PDEs, (2024). (Revision submitted)

Communicated 

2. S. Bansal, S. Natesan, Physics-informed neural networks: A new frontier in option pricing, (2025). (Under review)

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