View Profile

Anwar Ja'afar Mohamad Jawad

Computer Engineering Techniques / Quality Assurance Unit · Al Rafidain University college

https://researchid.co/anwar_jawad2001
@ruc.edu.iq
97Scopus Publications
3094Google Scholar Citations
25Google Scholar h-index
49Google Scholar i10-index

Research Interests

Applied Mathematics

Biography

Prof. Dr. Anwar Ja'afar Mohamed Jawad was born in Baghdad, Iraq (1961). He is one of the academic staff in Al-Rafidain University College, Baghdad-Iraq. His designation is professor in Applied Mathematics (2014). The academic Qualifications are PhD. in Applied Mathematics from University of Technology, Baghdad, (2000), M.Sc. in Operation Research from University of Technology, Baghdad, (1989), and B.Sc. in Mechanical Engineering from Baghdad University, (1983). He is interested in Differential equations, and Numerical analysis. He published in international journals more than 95 papers in solving nonlinear partial differential equations. He was teaching Mathematics, numerical analysis for graduate and postgraduate students in Iraqi and Syrian universities. He was a supervised for many MSc. and PhD. Thesis

Education

The academic Qualifications are PhD. in Applied Mathematics from University of Technology, Baghdad, (2000), M.Sc. in Operation Research from University of Technology, Baghdad, (1989), and B.Sc. in Mechanical Engineering from Baghdad University, (1983)

Recent Scopus Publications

  1. Highly dispersive optical solitons with generalized quadratic—cubic form of self—phase modulation by Sardar sub—equation scheme
    Journal of Optics India, 2026
  2. Optical solitons with Kudryashov’s form of local and non-local self-phase modulation structure having fractional temporal evolution
    Semiconductor Physics Quantum Electronics and Optoelectronics, 2026
  3. OPTICAL SOLITON PARAMETER DYNAMICS BY VARIATIONAL PRINCIPLE: PARABOLIC AND DUAL–POWER LAWS (SUPER–GAUSSIAN AND SUPER–SECH PULSES)
    Journal of Applied Science and Engineering, 2025
  4. Quiescent Optical Solitons for the Concatenation Model Having Nonlinear Chromatic Dispersion and Kerr Law of Self-Phase Modulation
    Contemporary Mathematics Singapore, 2025
  5. A novel class of adaptive observers for dynamic nonlinear uncertain systems
    Expert Systems, 2025

Links