Graduate Students and Publications

Bruno Poggi, graduated with M.S. degree in July, 2015

Dr. Jonathan Goldfarb, graduated with Ph.D. degree in Applied Mathematics in May, 2016

Dr. Naveed Iqbal, graduated with Ph.D. degree in Applied Mathematics in May, 2017

  • Dissertation: On the Classification of the Second Minimal Orbits of the Continuous Endomorphisms on the Real Line and Universality in Chaos,
  • U.G. Abdulla, R.U. Abdulla, M.U. Abdulla and N.H. Iqbal Second Minimal Orbits, Sharkovski Ordering and Universality in Chaos, International Journal of Bifurcation and Chaos, Volume 27, Number 5, 2017, Arxiv:1610.00814.
  • U.G. Abdulla, R.U. Abdulla, M.U. Abdulla, N.H. Iqbal Classification of the Second Minimal Odd Periodic Orbits in the Sharkovskii Ordering, Submitted, 2017, Arxiv:1701.02695

Dr. Habeeb Aalrkhais, graduated with Ph.D. degree in Applied Mathematics in May, 2018

  • Dissertation: On the Qualitative Theory of the Nonlinear Degenerate Second Order Parabolic Equations Modeling Reaction-Diffusion-Convection Processes,

Ms. Roqia Jeli, Ph.D. student in Applied Mathematics, expected graduation in Fall 2018

Adam Prinkey, Ph.D. student in Applied Mathematics

Ali Hagverdiyev, Ph.D. student in Applied Mathematics

Roby Poteau, Ph.D. student in Operations Research

Ms. Saleheh Seif, Ph.D. student in Operations Research

  • Dissertation: Breast Cancer Detection through Electrical Impedance Tomography and Optimal Control Theory,
  • U.G. Abdulla, V. Bukshtynov, S. Seif, Breast Cancer Detection through Electrical Impedance Tomography and Optimal Control Theory: Theoretical and Computational Analysis, Math Arxiv:1809.05936, September 16, 2018

Evan Cosgrove, Ph.D. student in Applied Mathematics

Ms. Amna Abuweden, Ph.D. student in Applied Mathematics

  • Dissertation: Some Free Boundary Problems for the Nonlinear Degenerate Multidimensional Parabolic Equations Modeling Reaction-Diffusion Processes,

Ms. Lamees Alzaki, Ph.D. student in Applied Mathematics

  • Dissertation: Analysis of Interfaces for the Nonlinear Degenerate Second Order Parabolic Equations Modeling Diffusion-Convection Processes,