State & Parameter Estimation
Hybrid EnKF–PF for QG and SWE; tightly-coupled priors, adaptive inflation, and flow-consistent constraints.
I build data-driven filters for high-dimensional dynamical systems—at the intersection of Scientific Machine Learning, Uncertainty Quantification, and Lagrangian Data Assimilation.
Hybrid EnKF–PF for QG and SWE; tightly-coupled priors, adaptive inflation, and flow-consistent constraints.
Recover Eulerian energy spectra from sparse, noisy Lagrangian trajectories (>16k states) with spectral diagnostics.
End-to-end pipelines with config management, versioned data, and regression-safe training/eval loops.
I completed the MSc in Mechanical Engineering (Computational Applied Mathematics) at the University of Calgary, working in the Predictive & Intelligent Systems Lab. My research deploys Bayesian inference and SciML to reconstruct turbulent, stochastic flow fields.
Core areas: state/parameter estimation, UQ, and data assimilation with sparse, noisy Lagrangian observations. My thesis develops a hybrid EnKF–PF to reconstruct quasi-geostrophic flows and recover Eulerian energy spectra from tracer data in high-dimensional regimes.
Operating model: outcome focus, scalable numerics, reproducible pipelines, HPC-ready implementations in Python/MATLAB.
For collaboration, opportunities, or questions about my work, reach out via email or connect on LinkedIn. I’m open to research discussions around Scientific ML, UQ, and Lagrangian DA.