My research interests include the approximation of solutions to nonlinear oscillators using the Homotopy Analysis Method (HAM) as well as the more traditional methods (multiple scales, strained coordinates, etc). I have studied epidemiological models of the disease, malaria, that are coupled systems of delay-differential equations. Delays (or time lags) in these equations are often constants but can also vary by the current state of the system (state-dependent delays).
Check out this awesome opportunity to shadow (for an entire work week) a high school STEM teacher here
I am active in managing a YouTube Channel that aims to supplement the mathematical material I cover in the courses I teach. Consider visiting and subscribing: YouTube.com/MathDoctorMitchell
M.S. Mathematics, Stephen F. Austin State University, Nacogdoches, TX
Thesis: An Exposition of Linear Algebra in Physics.
Advisor: Dr. Pamela Roberson
B.S. Mathematics, magna cum laude, Stephen F. Austin State University, Nacogdoches, TX