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Profil personnel


I have done my Ph.D. (Department of Mathematics and Humanities, Sardar Vallabhbhai National Institute of Technology Surat, Gujarat, India) in Approximation Theory which is a quantitative part of Functional Analysis. During my Ph.D. research work, I wrote 14 research papers, presented 15 abstracts/papers in various International/National conferences/seminars as well as attended 24 National/International Workshops, STTP, FDP, Seminars, conferences, and delivered talks. During that period, I won various prizes and awards/honors. I am a member of various Societies, Institutions and reviewer/reviewer board member of various reputed International Journals. Presently, I am working as a postdoctoral researcher in naXys, Department of mathematics since March 14, 2022, on Koopman operators theory in the context of Control Theory by using Approximation Theory.

More information can be seen on my webpage: Link

Domaines de compétence

Approximation Theory, Functional Analysis, Dynamical Systems, Operator Theory


  1. V. M. Shah Prize (Award) for Presenting the "Best Research Paper" at the 86th Annual Conference of the Indian Mathematical Society (IMS 2020), Department of Mathematics, SAS, VIT, Vellore, India December 17-20, 2020.
  2. Received “Best Oral Presentation Award” for oral presentation in the International Conference on Differential Equations and Control Problems: Modeling, Analysis, and Computations (ICDECP-19), IIT Mandi, H.P., India, June 17-19, 2019.
  3. Won Second Prize (Rank-II) in poster presentation conducted in Mathematics Colloquium held on 14th March 2020 as a part of International Mathematics Day at Sardar Vallabhbhai National Institute of Technology (SVNIT) Surat, Gujarat, India.
  4. Secured ‘A’-Grade (9/10) in GIAN Course, Department of Mathematics, IIT Madras, India.
  5. Received “Certificate of Excellence Reviewing” in recognition of an outstanding contribution to the journal “Asian Journal of Probability and Statistics” (in 2020).
  6. Received “Certificate of Excellence Reviewing” in recognition of an outstanding contribution to the journal “Asian Research Journal of Mathematics” (in 2021).

Qualification académique

Docteur ès sciences, A Study on Consequential Development for Approximation Properties of Modified Szasz-Mirakjan Operators with Generalization in Bivariate Sense, S. V. National Institute of Technology

18 juil. 201624 févr. 2021

Date d'octroi: 22 oct. 2021

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