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Dr. Haziem Mohammad Hazaimeh is the newest addition to the College of Business Administration for the Academic Year 2018 - 2019. Receiving his PhD in Mathematics from the renowned Southern Illinois University Carbondale in Illinois, USA, Dr. Hazaimeh is competent to teach Mathematics and Statistics courses under COBA.
An academic since 1989, Dr. Hazaimeh’s been teaching in educational institutions in Jordan, United Arab Emirates and United States of America. He attended and presented in several conferences in California, Italy and Greece.
He is also a member of SIAM, Society for Industrial and Applied Mathematics and a reviewer for AMS: American Mathematical Society. After joining Al Falah University, he was tasked to be a member of three different committees at the college level: Quality Accreditation, Risk Management and Community Engagement Committee.
Dr. Haziem Mohammad Hazaimeh is the newest addition to the College of Business Administration for the Academic Year 2018 - 2019. Receiving his PhD in Mathematics from the renowned Southern Illinois University Carbondale in Illinois, USA, Dr. Hazaimeh is competent to teach Mathematics and Statistics courses under COBA.
An academic since 1989, Dr. Hazaimeh’s been teaching in educational institutions in Jordan, United Arab Emirates and United States of America. He attended and presented in several conferences in California, Italy and Greece.
He is also a member of SIAM, Society for Industrial and Applied Mathematics and a reviewer for AMS: American Mathematical Society. After joining Al Falah University, he was tasked to be a member of three different committees at the college level: Quality Accreditation, Risk Management and Community Engagement Committee.
Ph.D. |
Mathematics, Southern Illinois University Carbondale, USA |
---|---|
M.Sc. |
Statistics, Yarmouk University, Jordan |
B.Sc. |
Mathematics, Yarmouk University, Jordan |
The 2017 International Conference on Pure Mathematics, Applied Mathematics and Computational Methods, Heraklion, Crete, Greece, July 14-17, 2017, “Mean Square Consistency On Numerical Solutions of Stochastic Wave Equation with Cubic Nonlinearities on 2d Rectangles”
2017 Int. Conf. on Applied Mathematics and Computer Science, Rome, Italy, January 27-29, 2017, “Local Mean Consistency on Numerical Solutions of Stochastic Wave Equation with Cubic Nonlinearities on 2D Rectangles”
Seminar on Stochastic Process, March 2016, University of Maryland, College Park, MD, USA. “Stability of Fourier Solutions of Nonlinear Stochastic Heat Equations in 1D”
Seminar on Stochastic Processes, March 2012 Department of Mathematics, University of Kansas, Lawrence, Kansas. “Stochastic Wave Equations with Cubic Nonlinearities in Two Dimensions”.
Seminar on Stochastic Processes, March 2011, University of California Irvine, Irvine, California
Assistant Professor, College of Business Administration
Principles of Statistics (0509101)
Mathematics (0509102)
Statistical Models (0509201)
Applied Statistics (0609102)
Stochastic Partial Differential Equations (SPDE)
Stochastic Differential Equations (SDE)
Stability Theory
Numerical Solutions of SPDE and SDE
2017
Hazaimeh, H. M. “Mean Square Consistency on Numerical Solutions of Stochastic Wave Equation with Cubic Nonlinearities on 2D Rectangles” MATEC Web of Conferences 125, 05020 DOI: 10.1051/matecconf/201712505020
Hazaimeh, H. M. “Local mean consistency on numerical solutions of stochastic wave equation with cubic nonlinearities on 2D rectangles” In AIP Conference Proceedings (Vol. 1836, No. 1, p. 020021). AIP Publishing.
2016
Hazaimeh H.M. “Stability of Fourier Solutions of Nonlinear Stochastic Heat Equations in 1D”. J Appl Computat Math 5: 323. doi: 10.4172/2168-9679.1000323.
2014
Schurz, H., & Hazaimeh, H. M. Existence, uniqueness, and stability of stochastic wave equation with cubic nonlinearities in two dimensions. Journal of Mathematical Analysis and Applications, 418(2), 775-795.
2012
Hazaimeh, H. M. Stochastic Wave Equations with Cubic Nonlinearities in Two Dimensions (Doctoral Dissertation, SIUC).
1998
Hazaimeh, H. M. H. Bayes estimation of the parameters for the burr type XII distribution under several sampling plans (Master thesis, Yarmouk University)
H. M. Hazaimeh and H. Schurz, On Numerical Solutions of Stochastic Wave Equation with Cubic Nonlinearities on 2D Rectangles
H. M. Hazaimeh, Stability of stochastic heat equations with both additive and multiplicative noise in one dimension.
H. M. Hazaimeh, Existence, uniqueness, and stability of stochastic heat equation with additive noise and multiplicative noise in two dimensions. (to be submitted).