I lead a research team at the intersection of applied mathematics, engineering, and machine learning. My core focus is scientific machine learning (SciML) applied to nonlinear dynamics — fusing physics-based models with data-driven approaches to tackle problems that neither field can solve alone.

Current application areas include (but are not limited to) whirl flutter in next-generation aircraft, tactile robotics, nuclear fusion materials, and engineering biology. I also work on fundamental methods: control-based continuation, bifurcation analysis, and numerical methods for dynamical systems.

The team currently has 13 doctoral students and sits within the Engineering Mathematics Research Group. We have strong links to the Dexterous Robotics Research Group, the Dynamics and Control Research Group, and the Mathematical and Engineering Biology Research Group.


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