Education

Dissertation: Approximation of Koopman Operator Semigroups.

Supervisors: Dr. Frank Neubrander (LSU) & Dr. Mustafa Hajij (University of San Francisco (USFCA)).

Research: The main purpose of my dissertation is to study approximation methods for nonlinear systems using Bernhard Koopman’s Global Linearization Method, Read dissertation.

Projects: Sentiment analysis and facial recognition.

Coursework: Data Structures and Algorithms, Computer Graphics, Theory of Computation, Machine Learning, Deep Learning.

Thesis: Equivariant Cohomology and GKM Theory with Applications.

Supervisors: Dr. Thomas Baird (MUN).

Research: I studied the GKM-theory and GKM-sheaves, in particular, the higher cohomology of GKM- sheaves. Moreover, I generalized the theory to compact T -manifolds, for which H_T^{*}(X) is reflexive, Read thesis.