PhD (DPhil) candidate, University of Oxford
Date | Title | Co-authors |
---|---|---|
16.JUL.2024 (arXiv) |
High-order conservative and accurately dissipative numerical integrators via auxiliary variables | Patrick Farrell |
Upcoming, Draft available on request |
High-order structure-preserving discretisation for ideal MHD arising in the Parker problem | Mingdong He, Kaibo Hu, Patrick Farrell |
Upcoming, Draft available on request |
High-order conservative–dissipative integrators for reversible–irreversible systems | |
Upcoming, Draft available on request |
An augmented Lagrangian preconditioner for natural convection at high Reynolds number | Alexei Gazca, Benjamin Castellaz, Patrick Farrell |
Upcoming, Draft available on request |
Globally and locally structure-preserving mixed finite-element methods for boundary-value problems | |
Upcoming, Draft available on request |
High-order fully conservative integrators for integrable ODE systems | |
Upcoming, Draft available on request |
Uniformly accurate magnetic moment–preserving integrators for charged particles | |
Upcoming | Conservative integrators exhibit greater stability than symplectic integrators on the Toda lattice | Sebastian Ohlig, Patrick Farrell |
(Click titles for further details and talks)