Department
Department of Mathematics
Experience
2 Years 10 Months
Postgraduate Thesis Supervised
1
Working
Publication
−- Chandni Kumari P. K. Parida: Local convergence analysis for Chebyshev's method, Journal of Applied Mathematics and Computing, 59 (1-2), 405-421, 2019.
- Shwet Nisha, P. K. Parida Chandni Kumari: Convergence of a Continuation method under majorant conditions, Korean Journal of Mathematics, 27 (4), 1005–1025, 2019.
- Chandni Kumari and P. K. Parida: Convergence theorems of a new multiparametric family of Newton-like method in Banach spaces, International Journal of Nonlinear Analysis and Applications, 12(2), 335-362, 2021.
- Chandni Kumari and P. K. Parida: Study of semilocal convergence analysis of Chebyshev's method under new type of majorant conditions, SeMA Journal, 79, 677–697, 2022.
- Chandni Kumari and P. K. Parida: Ball convergence theorems for Chebyshev-Halley method in B-space, Journal of Mathematical Research with Applications, 43(6), 723-736, 2023.
- Kumar Nayak, Sapan, P. K. Parida, Shwet Nisha, Chandni Kumari, Naveen Chandra Bhagat, and Babita Mehta. "Real Dynamics of a Sixth-Order Family of Derivative-Free Iterative Method Without Memory." In International Conference on Mathematics and Computing, pp. 35-44. Singapore: Springer Nature Singapore, 2024.
- Chandni Kumari, P. K. Parida, and Babita Mehta. "Local convergence analysis of modified Newton-like method under majorant condition." Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics 74 (3), 446-459, 2025.
- Mehta, B., Parida, P.K., Bhagat, N.C., Nayak, S.K., Kumari, C., Nisha, S. (2026). Local Convergence Analysis of a Family of Third-Order Iterative Methods Using Majorant Function in Riemannian Manifold. In: Giri, D., Ray, I., Ponnusamy, S., Verma, R.M., Joshi, J.B.D. (eds) Proceedings of the Eleventh International Conference on Mathematics and Computing. ICMC 2025. Lecture Notes in Networks and Systems, vol 1404. Springer.
Conferences / Seminar / Workshop
+- Chandni Kumari and P. K. Parida: Local convergence of Chebyshev's method in Banach space under majorant condition, International Conference on Mathematical Sciences and Applications, Guru Ghasidas Vishwavidyalaya, Bilaspur, February 23-25, 2018.
- Chandni Kumari and P. K. Parida: Convergence theorems for modified Newton's method in Banach Space, International Conference on Emerging Technologies, Systems Applications, Jharkhand Rai University, Ranchi, April 21-22, 2018.
- Chandni Kumari and P. K. Parida: Ball convergence theorems for Chebyshev's method in Banach space, International Conference on Mathematical Modelling and Scientific Computing, Indian Institute of Technology Indore, July 19-21, 2018.
- Chandni Kumari and P. K. Parida: The semilocal convergence behavior for Chebyshev's method, 34th Annual National Conference of The Mathematica Society Banaras Hindu University on Emerging Trends in Combinatorics and Its Application, Department of Mathematics, Institute of Science, Banaras Hindu University, Varanasi, February 22-23, 2019.
- 2nd Bi-Annual Conference of JSMS, Ranchi, November 21-23, 2015.
- Short Term Course on Dynamical System: Theory Applications, Department of Applied Mathematics, ISM, Dhanbad, June 26-30, 2016.
- Science Technology Sensitization Program for the Women, Leading Towards Entrepreneurship (STSP-2017), CSIR-National Metallurgical Laboratory (NML), Jamshedpur, October 05-06, 2017.
- Referencing Tools, Central University of Jharkhand, Ranchi, November 27-28, 2017.
- One day workshop on Research Methodology and Latex Learning, Central University of Jharkhand, December 14, 2018.
- Advanced Training School on Numerical PDEs and Inverse Problems (ATSNPDEIP-19), Department of Mathematics and Statistics, Indian Institute of Technology Tirupati, Renigunta Road, Tirupati (AP), December 9-20, 2019.
Subjects Taught
+
Engineering Mathematics, Integral Equation, Ordinary differential Equation, Linear algebra,
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