NIST UNIVERSITY
Institute Park, Berhampur, Odisha-761008, India

Sapan Kumar Nayak

Dr. Sapan Kumar Nayak

Assistant Professor

Department of Mathematics (School of Science)

s.k.nayak@nist.edu
7978934021
ATR - 214

Education

PhD in Mathematics
Central University of Jharkhand
2024-11-20

Work Experience

No experience details available.

Research Interests

  • No research interests available.

Publications

  1. Sapan Kumar Nayak, P. K. Parida; A Fifth-Order Conformable Method for Nonlinear Equations in R^n with Applications, Arabian Journal of Mathematics (2026).
  2. Sapan Kumar Nayak, P. K. Parida; The dynamical analysis of a low computational cost family of higher-order fractional iterative method, International Journal of Computer Mathematics, 100(06)(2023)1395-1417
  3. Sapan Kumar Nayak, P. K. Parida; Global convergence analysis of Caputo fractional Whittaker method with real world applications, Cubo-A Mathematical Journal, 26(01)(2024)167–190.
  4. Sapan Kumar Nayak, P. K. Parida, Babita Mehta; Dynamics and Applications of Quantum Iterative Methods, Iranian Journal of Numerical Analysis and Optimization, 16(1)(2026)283–303.
  5. Sapan Kumar Nayak, P. K. Parida , A. Kumar; A study of 3$\mu$th-order of convergence of Chebyshev-Halley family method and its convergence plane, SeMA Journal, 81(3)(2024)457–478
  6. B. Mehta, P. K. Parida, Sapan Kumar Nayak; Kantorovich's theorem on Mann's Iteration Method in Riemannian Manifold, Acta Mathematica Vietnamica, 49(4)(2024)629-648.
  7. B. Mehta, P. K. Parida, Sapan Kumar Nayak; Convergence analysis of higher order iterative methods in Riemannian manifold, Rendiconti del Circolo Matematico di Palermo Series 2, 75(1)(2025)1973-4409
  8. Sapan Kumar Nayak}, P. K. Parida, S. Nisha, C. Kumari, N. C. Bhagat, and B. Mehta; Real dynamics of a sixth-order family of derivative free iterative method without memory. 10th International Conference On Mathematics And Computing, 2024.
  9. B. Mehta, P. K. Parida, S. Nisha, C. Kumari, Sapan Kumar Nayak, N. C. Bhagat; Local convergence analysis of a family of third order iterative methods using majorant function in Riemannian Manifold, International Conference on Mathematics and Computing, 2025.
  10. Naveen Chandra Bhagat, P. K. Parida, Chandresh Prasad, Sapan Kumar Nayak, Babita Mehta, and P. K. Sahoo; Gauss-Newton-Secant method for the solution of non-linear least-square problems using $\omega$-condition, International Conference on Mathematics and Computing, 2023.