Dr. Prashanta Majee
Assistant Professor
Department of Mathematics
Motilal Nehru National Institute of Technology Allahabad, Prayagraj, India-211004
E-mail: prashanta[at]mnnit[dot]ac[dot]in
Telephone: 8927046949(O) 8927046949(M)
Thesis Supervised
| S.No | Research Topic | Name of Student | Completion/Registration Year | Ph.D. Ongoing |
|---|---|---|---|
| 1 | Iterative Approaches for Variational Inclusion, Equilibrium Problem and Related Nonlinear Problems (Thesis Submitted) | Sonu Bai (2021RMA16) | 2025 |
| 2 | Course work completed | Sumit Gupta (2021RMA59) | 2022 |
| 3 | Course work Completed | Pratibha Singh (2023RMA51) | 2024 |
| 4 | Course work Completed | Prashanta Kumar (2024RMA11) | 2024 | M.Sc. Students |
| 1 | On the Study of Fixed Point Theorems of Strictly Pseudo-contractive Mapping | Radhika Chowdhary (2018MSC08) | 2020 |
| 2 | A Study on Generalized Contraction in Cone Metric Space | Disha Varshney (2019MSC01) | 2021 |
| 3 | Generalized Contraction On Partial Metric Spaces | Pulkit Varshney (2019MSC09) | 2021 |
| 4 | A Study of Fixed Point Theorems on Cone Metric Space | Ashutosh Jaiswal (2020MSC03) | 2022 |
| 5 | A Survey On Dynamical Systems For Solving Variational Inequality | Prashant Gaurav (2020MSC16) | 2022 |
| 6 | A Review on "Characterization results of weak sharp solutions for split variational inequalities with application to traffic analysis" | Ajay Gupta (2021MSC01) | 2023 |
| 7 | A Study On the Split Feasibility Problem with Multiple Output Sets for Demicontractive Mappings | Ravi Sharma (2021MSC15) | 2023 |
| 8 | A Study on Inertial Mann and Viscosity Type Iterative Methods for Accretive Points of Generalized Hybrid Mapping | Satyendra Kumar (2021MSC21) | 2023 |
| 9 | A Study on General Iterative Methods for Nonexpansive Mappings in Hilbert Spaces | Anand Kumar (2022MSC24) | 2024 |
| 10 | The Generalized Fermat-Toricelli Problem in Hilbert Spaces | Rupesh Kumar (2022MSC13) | 2024 |
| 11 | Levitin Polyak Well-posedness of Variational Inequalities | Ankit (2023MSC05) | 2025 |
| 12 | A study on Well-posedness for the Split Equilibrium Problems | Rahul Singh (2023MSC21) | 2025 |