My Summary

I am a Ph.D. student in the department of Physics and Astronomy at Western University in London, Ontario, Canada. My research focus is studying and describing phase transitions using the phase-field modelling approach, a framework with general applications for describing the time evolution of dynamical processes. Over the course of my M.Sc., I developed a general purpose program called SymPhas that implements a specialized symbolic algebra capability to solve phase-field, phase-field crystal and reaction-diffusion problems. SymPhas is published on this Github repo.

In 2021, I completed my M.Sc. in Applied Math at Western University. My thesis is titled: SymPhas: A modular API for phase-field modeling using compile-time symbolic algebra. I attained my Honours B.Sc. degree at Western University with a Specialization in Applied Math and Major Computer Science.

My experience primarily includes methods of applied mathematics and programming in C++, Python and Java. I have strong expertise in finite differences and applying their methods to find solutions to systems of partial differential equations. I have an additional focus on high-performance computing and parallelizing numerical codes with OpenMP, MPI and CUDA.

Browse my website to find out more about my education and experience, as well as view some relevant programming projects, such as SymPhas!