Inverse problems
Estimating latent quantities and spatially varying fields when direct measurements are incomplete or expensive.
Profile
My research focuses on scientific machine learning and inverse problems. I am interested in parameter estimation, anomaly detection, and learning from limited or irregular observations.
Much of the work uses physical structure and governing equations to make models more reliable and easier to interpret in monitoring settings.
Inverse problems
Estimating latent quantities and spatially varying fields when direct measurements are incomplete or expensive.
Scientific machine learning
Designing models that respect governing equations, structure, and known regularities instead of relying on brute-force pattern matching.
Monitoring systems
Working on methods that can detect change, localize anomalies, and support decisions from limited sensing.
Irregular domains
Building approaches that stay stable when geometry, discretization, or data density are uneven.
Papers
A mechanics-informed autoencoder for structural anomaly detection that uses physical structure to improve reconstruction and interpretability.
A framework for parameter-field inference on non-uniform domains, aimed at recovering hidden quantities from sparse and irregular observations.
A model for estimating parameter fields in multi-physics PDE settings, combining structure from the equations with learned representations.
Research
Trajectory
Ph.D. research
Engineering training