Aasna Chauhan

Designation: Ad-Hoc Assistant Professor

Biography:

Ms. Aasna Chauhan is an Ad-Hoc Assistant Professor at Adani University. She is currently a doctoral researcher at the Department of Mathematics, University of Delhi, Delhi. Her research interest lies in the field of Numerical Methods for ODEs/PDEs, with particular focus on the development and analysis of the Finite Element methods (FEMs)/ Finite Difference Methods (FDMs), Singularly Perturbed Turning Point Problems, Delay Differential Equations, with application in fluid dynamics, elasticity, aerodynamics, oceanography, etc.

Ms. Chauhan has published her research findings in reputed SCI-indexed international journals and has actively presented her work at various international conferences. She is proficient in MATLAB programming and utilizes it for the implementation, simulation, and analysis of numerical algorithms.

  • Ph.D. (Computational Mathematics) – Department of Mathematics, University of Delhi, Delhi
  • B.Ed. – Shankara College of Education, Kukas, Jaipur (University of Rajasthan)
  • M.Sc. (Mathematics) – Department of Mathematics, University of Rajasthan, Jaipur
  • B.Sc. (Science) – MDBV College, Jhunjhunu (University of Rajasthan)

  • Teaching Assistant at Department of Mathematics, University of Delhi
    • Conducted tutorial and lab classes

Finite Element Methods, Finite Difference Methods, Singular Perturbation Problems, Delay-Differential Equations, Functional Analysis, MATLAB

  1. Aasna and Rai, P. [2023] “Analysis of SDFEM for singularly perturbed delay differential equation with boundary turning point,” Int. J. Appl. Comput. Math. 10(1), 20, available at: https://doi.org/10.1007/s40819-023-01648-7
  2. Aasna and Rai, P. [2025] “SDFEM for time-dependent singularly perturbed boundary turning point problem,” Int. J. Comput. Meth. 22(04), p.2450062, available at: https://doi.org/10.1142/ S0219876224500622
  3. Aasna and Rai, P. [2025] “Error analysis of SDFEM for time-dependent singularly perturbed problem with interior turning point,” Journal of Applied Mathematics and Computing, 71(4), pp.5439-5474, available at: https://doi.org/10.1007/s12190-025-02416-0
  4. Aasna and Rai, P. [2026] “A Streamline-diffusion FEM for Singularly Perturbed Degenerate Parabolic Problem with Large Delay Argument,” Mathematics and Computers in Simulation. Volume 247, Pages 649-673, available at: https://doi.org/10.1016/j.matcom.2026.04.001

  • Annual conference of ISMMACS and International Conference on Differential Equations: Theory, Mathematical Modelling and Scientific Computing from Dec 7 – 10, 2025, and organized by Dheerubhai Ambani University, Gandhinagar, Gujarat.
  • AESIM School 2025 from Jun 25 – Jul 1, 2025, funded by CIMPA, and organized by UPES Dehradun, India.
  • Annual Conference of Indian Society for Mathematical Conference on Differential Equations: Theory, Computation and Application from Nov 29 – Dec 1, 2024, and organized by South Asian University, Delhi, India.
  • International Conference on Mathematics and Application from Jan 10– 12, 2024, and organized by Mata Sundari College for Women, University of Delhi, Delhi, India.

  1. Teacher Enrichment Online Workshop on Elements of Data Management and Analytics from Apr 1 – 13, 2024, and organized by the Department of Mathematics, Jaypee Institute of Information technology, Noida, India.

  • Best Paper Presentation Award by Dheerubhai Ambani University, Gandhinagar, Gujarat, India.
  • GATE qualified
  • NET-JRF qualified
  • FIRST RANK CERTIFICATE in M.Sc.
  • Received International Travel Grant Support from ANRF to attend international conference.