About
Hello, welcome to my home page.
Professional experience:
- Assistant Professor at IIIT Guwahati in the Department of Science and Mathematics since July 2016.
- NBHM Post Doctoral Fellow with Professor Rajen K. Sinha in the Department of Mathematics, IIT Guwahati, 25 July 2014- 30 June 201.
- Research Associate with Professor Phoolan Prasad, under the NASI-Senior Scientist Platinum Jubilee Fellowship in the Department of Mathematics, IISc Bangalore, August -December 2013.
Research Interests
Numerical solutions of ordinary and partial differential equations, Singular perturbation problems.
Academic qualifications
- PhD in Mathematics, Indian Institute of Technology Kanpur India, April 2013.
- Thesis title- Numerical analysis and simulation of two parameter singular perturbation problem.
- M.Sc. Mathematics, Panjab Uinversity, Chandigarh, 2006.
- B.Ed., Panjab Uinversity, Chandigarh, 2006.
- B.Sc. in Mathematics, Ethiraj college for women, Madras University, Chennai, 2002.
Conferences/Talks
- Anuradha Jha, M. K. Kadalbajoo, “Hybrid method for two parameter singularly perturbed elliptic boundary value problems”, International Conference on advances in differential equations and numerical analysis (ADENA-2020), IITGuwahati, India October 12-15, 2020.
- National conference on Recent Advances in Applied Sciences (RAAS’19) (17-18 May, 2019) at Gauhati University, India and presented a paper titled ‘Hybrid method for two parameter singularly perturbed elliptic boundary value problems’.
- Theoretical and Computational Aspects of Nonlinear Waves (TCANW-2013) (27- 31st May, 2013) at IIT Bombay, India.
- Advanced Instructional School on Partial Differential Equation 2012 (December 17, 2012 -January 4, 2013) in TIFR-CAM, Bangalore, India.
Publication
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Journal
- M.K.Kadalbajoo, Anuradha Jha, "Exponentially fitted cubic spline for two-parameter singularly perturbed boundary value problems.", International Journal of Computer Mathematics,89(6), (2012), pages. 836-850, Taylor & Francis
- M.K.Kadalbajoo, Anuradha Jha, "• Analysis of fitted spline in compression for convection diffusion problems with two small parameters", Neural, Parallel, and Scientific Computations,99(3-4), (2011), pages. 307-322, Academic Publications Ltd. and Dynamic Publishers Inc.