Boris Andrews

Boris Andrews is a Research Fellow in the Mathematical Institute at the University of Oxford, affiliated with the Numerical Analysis Group. His research interests include structure-preserving numerical methods for PDEs and ODEs, finite element theory, and hybrid fluid-particle models. He is currently working on projects related to geometric finite element methods under the ERC Starting Grant for GeoFEM. Andrews has contributed to recent publications on numerical methods for preserving conservation laws and helicity in magnetic relaxation. He has also served as a tutor and teaching assistant for courses in computational mathematics and numerical linear algebra.

Boris Andrews is a Postdoctoral Research Associate at the University of Oxford, specializing in the numerical analysis of partial differential equations. His research focuses on developing and analyzing numerical methods that preserve key physical properties of systems, such as conservation laws and dissipation inequalities. Andrews' work includes the construction of conservative and dissipative discretizations for multi-conservative ODEs and GENERIC systems, as well as the development of helicity-preserving finite element methods for magnetic relaxation. His contributions emphasize the importance of geometric numerical integration and structure-preserving discretizations for geometric curvature flows, ensuring accuracy and stability in long-time simulations.