I'm developing mathematical models and computational methods for cell shape dynamics and motility at UBC, working with the Dao Duc and Madzvamuse groups. My work includes differential geometry, optimal transport, finite-element solutions for poroelastic nucleus equations, and tracking-algorithm benchmarking.
At Salvador Technologies, I built an MVP to streamline backups in complex network environments. I developed SPDK-based storage partition operations with data hash encryption, configured NVIDIA Bluefield 2 DPU OS images, and implemented PXE and VirtualBox-based testing environments.
I've also developed a 2D Fokker–Planck numerical solver for inferring neuron population dynamics with Princeton's Engel group and a finite-difference simulation package for two-dimensional cell migration at the Ishlinsky Institute for Problems in Mechanics.
My background combines applied mathematics, biophysics, scientific computing, machine learning, high-performance computing, and systems engineering. I'm pursuing an MSc in Applied Mathematics at UBC and have published work on numerical solutions to free-boundary cell motility problems.
