Projects (Ongoing and Completed)/Patents
SI NO. | Title | PI/Co-PI | Funding Agency | Duration | Research Grant |
|---|---|---|---|---|---|
1 | Globally supported radial basis function based fractional order mesh free fast algorithms for image denoising and enhancement | Prof. R. K. Pandey | RAC-S-ISRO, Govt. of India | 2025-2028 | 22.55 Lakhs |
2 | Efficient layer adapted methods for parabolic interface problems with Boundary and interior layers | Dr. S. Kumar | CRG – SERB, Government of India | 2024-2027 | 21 Lakhs |
3 | Shape optimization problems for higher Neumann eigenvalues | Dr. S. Verma | CSIR-ASPIRE grant, India | 2024-2027 | 23 Lakhs |
4 | Approximation of runs in multi-state trials with appropriate distributions | Dr. A. Kumar | MATRICS – SERB, Government of India | 2024-2027 | 6.6 Lakhs |
5 | Certain space of cusp forms spanned by eta quotients and application | Dr. A. K. Jha | MATRICS – SERB, Government of India | 2023-2026 | 6.6 Lakhs |
6 | Nonsmooth Optimization and Duality Theory Under Variable Dominance and Interval Uncertainty | Dr. D. Ghosh | CRG – SERB, Government of India | 2023-2026 | 27.47 lakhs |
7 | Approximation Methods for Generalized Sturm-Liouville Problems | Prof. R. K. Pandey | MATRICS – SERB, Government of India | 2023-2026 | 6.6 Lakhs |
8 | Adaptive Computational Approach for Riesz Fractional Advection Dispersion Wave Equations | Prof. V. K. Singh | CRG – SERB, Government of India | 2023-2026 | 21.67 Lakhs |
9 | Wavelets Adaptive Schemes for Tumor Growth Models | Prof. V. K. Singh/ Prof. S. Das | CSTUP, Government of Uttar Pradesh | 2023-2026 | 11.44 Lakhs |
10 | Instability mechanism of magnetohydrodynamic non-isothermal Annular Poiseuille flow: A numerical study | Dr. M. K. Khandelwal | ANRF – SERB, Government of India | 2023-2026 | 6.6 Lakhs |
11 | Investigation of size effects on vibration and thermoelastic damping in Nano-electromechanical systems (NEMS) of piezoelectric materials | Prof. S. Mukhopadhyay | MATRICS – SERB, Government of India | 2023-2025 | 6.6 Lakhs |
12 | Study of runs in multi-state trials | Dr. A. Kumar | SRG – SERB, Government of India | 2022-2025 | 14.71 Lakhs |
13 | Motives and algebro-geometric invariants of certain moduli spaces of Connections | Dr. A. Singh | SRG – SERB, Government of India | 2022-2025 | 14.71 Lakhs |
14 | Mixed local- nonlocal elliptic and parabolic equations with Singular nonlinearities | Dr. R. Arora | SRG – SERB, Government of India | 2022-2025 | 14.71 Lakhs |
15 | A Numerical Study of Some Non-classical Diffusion/Heat Equations With Free Boundaries | Prof. Rajeev | MATRICS – SERB, Government of India | 2022-2025 | 6.6 Lakhs |
16 | On Developing Polynomial-time Interior-Point Methods for Robust Multiobjective Convex Optimization Problems | Dr. D. Ghosh | MATRICS – SERB, Government of India | 2022-2025 | 6.6 Lakhs |
17 | Study and Analysis of Interfacial cracks in composite media | Prof. S. Das | NBHM, DAE, Government of India | 2022-2025 | |
18 | Wavelets Adaptive Schemes for Singular Integral Equations | Prof. V. K. Singh | MATRICS – SERB, Government of India | 2022-2025 | 6.6 Lakhs |
19 | Study of Two Dimensional Fractional Order Nonlinear Transport Phenomena Problems in Porous Media | Prof. S. Das | BRNS – BARC, Government of India | 2022-2025 | 14.84 Lakhs |
20 | Development of Cryptographically efficient lightweight MDS matrices And its extension to code based PQC | Dr. A. J. Gupta | DRDO, Government of India | 2022-2025 | 23.10 Lakhs |