Educational Background

Ph.D., Applied Mathematics, Florida Institute of Technology, 2019

M.S., Applied Mathematics, Florida Institute of Technology, 2019

B.S., Mathematical Sciences, Florida Institute of Technology, 2013

B.S., Biochemistry (Biology), Florida Institute of Technology, 2013

Professional Experience

Mathematics Professor, Keiser University - Flagship Campus, West Palm Beach, FL, 2019-2023

Current Courses

Spring 2024

MTH 1001 - Calculus 1

MTH 1002 - Calculus 2

Selected Publications

Adam Prinkey. Traveling-wave solutions to the nonlinear double degenerate parabolic equation of turbulent filtration with absorption, Nonlinear Analysis and Differential Equations, 12 (2024) pp. 9-16

Ugur G. Abdulla, Adam Prinkey, and Montie Avery. Evolution of interfaces for the nonlinear double degenerate parabolic equation of turbulent filtration with absorption. II. Fast diffusion case, In Preperation. arXiv:1903.08155 [math.AP].

Ugur G. Abdulla, Jian Du, Adam Prinkey, Chloe Ondracek, and Suneil Parimoo. Evolution of interfaces for the nonlinear double degenerate parabolic equation of turbulent filtration with absorption, Mathematics and Computers in Simulation, 153 (2018) pp. 59-82.

Research

• Doubly degenerate nonlinear parabolic partial differential equations
• Interface development problems for nonlinear parabolic partial differential equations
• Mathematical biology
• Bioinformatics
• Mathematics education