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Sheehan Olver is an Associate Professor in Applied Mathematics at Imperial College London. His research focuses on numerical analysis and computational methods, particularly in the development of spectral methods for solving ordinary partial differential equations and singular integral equations. He has also made significant contributions to Riemann–Hilbert problems and the applications of these methods to integrable systems and the study of random matrices. Olver's expertise lies in devising efficient algorithms that enhance the understanding of complex mathematical structures and their real-world applications. He is actively involved in advancing the field of applied mathematics through both teaching and research, contributing to the mathematical community with innovative solutions and methodologies.
Specialisms available in Materials for the Energy Transition or Theory and Simulation of Materials.