معرفی
Dr. Dan J Hill is a Hooke Research Fellow at the University of Oxford's Oxford Centre for Industrial and Applied Mathematics (OCIAM). He holds a PhD from the University of Surrey and previously held an Alexander von Humboldt Fellowship at Saarland University. His research focuses on dynamical systems and PDEs applied to physical and biological problems, with an emphasis on localized patterns in continuum models, such as ferrofluids, dryland vegetation, and Turing instability-driven phenomena.
His work bridges theoretical mathematics with real-world applications, addressing questions in fluid dynamics, ecological modeling, and symmetry-driven pattern formation. Recent publications explore dihedral patterns, vegetation models, and ferrofluid surface dynamics.
- Education: PhD in Applied Mathematics from the University of Surrey
- Awards: Alexander von Humboldt Fellowship
His research group at OCIAM investigates nonlinear systems, leveraging numerical methods and analytical techniques to study pattern formation in complex systems.
