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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.