Dr Nidal Ratib Sulaiman Anakira

Sohar University > Dr Nidal Ratib Sulaiman Anakira

Dr Nidal Ratib Sulaiman Anakira

Dr Nidal Ratib

Associate Professor
nanakira@su.edu.om
Phone: +968 26850100
Extn: 588
Location: Barka building

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Qualification

  • Ph.D in Applied Mathematics, National University of Malaysia, 2015.
  • MSc. in Mathematics, Mutah University Karak – Jordan ,2007.
  • Bachelor of Mathematics, Irbid, jordan 2003.

Teaching Interest

  • ​Fractional calculus​​
  • Differential Equation​​
  • Numerical and Analytical Methods for Solving Differential Equations​​

Research Interest
​Applied mathematics / Numerical solution for solving different kinds of differential equations ordinary and partial equation, delay differential equation, boundary value problems and initial value problems, approximate analytical solution for differential equation, Numerical and analytical solution for fractional differential equation and Fuzzy differential equations.

Publications

  • Anakira, N. R., Bani-Hani, G. F., & Ababneh, O. (2022, May). An Effective Procedure for Solving Volterra Integro-Differential Equations. In International Conference on Mathematics and Computations (pp. 451-460). Singapore: Springer Nature Singapore.
  • Anakira, N., Hioual, A., Ouannas, A., Oussaeif, T. E., & Batiha, I. M. (2022, May). Global Asymptotic Stability for Discrete-Time SEI Reaction-Diffusion Model. In International Conference on Mathematics and Computations (pp. 345-357). Singapore: Springer Nature Singapore.
  • Jameel, A. F., Jawad Hashim, D., Anakira, N., Ababneh, O., Qazza, A., Alomari, A. K., & Al Kalbani, K. S. (2023). Application of the Optimal Homotopy Asymptotic Approach for Solving Two-Point Fuzzy Ordinary Differential Equations of Fractional Order Arising in Physics. Axioms, 12(4), 387.
  • Jawad Hashim, D., Anakira, N. R., Fareed Jameel, A., Alomari, A. K., Zureigat, H., Alomari, M. W., & Ying, T. Y. (2022). New Series Approach Implementation for Solving Fuzzy Fractional Two-Point Boundary Value Problems Applications. Mathematical Problems in Engineering, 2022.
  • Altaie, S. A., Anakira, N., Jameel, A., Ababneh, O., Qazza, A., & Alomari, A. K. Homotopy analysis method analytical scheme for developing a solution to partial differential equations in fuzzy environment, Fractal Fract., 6 (2022), 419.
  • Hashim, D. J., Jameel, A. F., Ying, T. Y., Alomari, A. K., & Anakira, N. R. (2022). Optimal homotopy asymptotic method for solving several models of first order fuzzy fractional IVPs. Alexandria Engineering Journal, 61(6), 4931-4943.
  • Anakira, N., Jameel, A., Hijazi, M., Alomari, A. K., & Man, N. (2022). A new approach for solving multi-pantograph type delay differential equations. International Journal of Electrical & Computer Engineering (2088-8708), 12(2).
  • Jameel, A. F., Saleh, H. H., Azmi, A., Alomari, A. K., Anakira, N. R., & Man, N. H. (2022). Efficient approximate analytical methods for nonlinear fuzzy boundary value problem. International Journal of Electrical & Computer Engineering (2088-8708), 12(2).
  • Anakira, N., Chebana, Z., Oussaeif, T. E., Batiha, I. M., & Ouannas, A. (2022). A study of a weak solution of a diffusion problem for a temporal fractional differential equation. Nonlinear Functional Analysis and Applications, 27(3), 679-689.
  • Rangkuti, Y. M., Alomari, A. K., Anakira, N. R., & Jameel, A. F. (2022). Approximate-Analytic Solution of Hyperchaotic Finance System by Multistage Approach (Penyelesaian Analitik Anggaran Sistem Kewangan Hiperkalut Menggunakan Pendekatan Multitahap). Sains Malaysiana, 51(6), 1905-1914.

Journal Articles