दीनदयाल उपाध्याय गोरखपुर विश्वविद्यालय
Deen Dayal Upadhyaya Gorakhpur University
(Accredited A++ by NAAC)
Dr. Triloki Nath
Ph.D., Associate Professor
Department of Mathematics & Statistics
Optimization Theory: Nonsmooth Analysis, Convex Optimization, Variational Inequality Problems • Geometric Functional Analysis. • Elementary Number Theory.
| S.No. | Employer | Designation | From | To |
|---|---|---|---|---|
| 1 | National Institute of Technology, Mizoram (an institute of national importance) | Assistant Professor | 19/07/2011 | 24/06/13. |
| 2 | Dr. H. S. Gour Vishwavidyalaya (A Central University), Sagar, M.P. | Assistant Professor | 26/06/2013 | 30/06/2023. |
| 3 | Deen Dayal Upadhyaya Gorakhpur University, Gorakhpur (U. P.) | ASSOCIATE PROFESSOR | July 01, 2023 | till date |
| S.No. | Title | Journal | Volume | Year | Contribution |
|---|---|---|---|---|---|
| 1 | Some Proofs of Infinitude of Primes | Pal. J. Math. (accepted) | 00 | 2024 | Sole Author |
| 2 | Improved enhanced Fritz John condition and constraint qualifications using convexificators | RAIRO-Operations Research | 55 | 2021 | Corresponding Author |
| 3 | Differentiability of distance function and the proximinal condition implying convexity | Journal of Analysis | 29 | 2021 | Sole Author |
| 4 | An Elementary Proof of the Power Rule of Differentiation | Resonance: Journal of Science Education | 26 | 2021 | Sole Author |
| S.No. | Title | Sponsoring Agency | Year of Sanction | Budget (Lakh) |
Status |
|---|---|---|---|---|---|
| 1 | UGC-Startup Grant | UGC, New Delhi | 2014 | 6.00 | Completed |
| S.No. | Name | Contact Details Year of Enrollment |
Type of Scholar | Topic | Research Status |
|---|---|---|---|---|---|
| 1 | Manohar Choudhary | 000000000000 manoharfbg@gmail.com Enrollment Year: 2021 (DHSGSU, Sagar) |
Research Scholar | Generalized Geometric Optimization Problems (Tentative) | Ongoing |
| 2 | Abeka Khare | 00000000000 abekakhare2012@gmail.com Enrollment Year: 2015 (DHSGSU, Sagar) |
Research Scholar | Enhanced Stationarity and Constraint Qualification for Mathematical Pragrams with Vanishing Costraints | Completed |