COLLABORATORS

(*in preparation)

Patrick Farrell

• Affiliation | University of Oxford
• Joint publications | High-order conservative and accurately dissipative numerical integrators via auxiliary variables / Helicity-preserving finite element discretization for magnetic relaxation / Enforcing conservation laws and dissipation inequalities numerically via auxiliary variables / An augmented Lagrangian preconditioner for natural convection at high Reynolds number*

Kaibo Hu

• Affiliation | University of Edinburgh
• Joint publications | Helicity-preserving finite element discretization for magnetic relaxation

Mingdong He

• Affiliation | University of Oxford
• Joint publications | Helicity-preserving finite element discretization for magnetic relaxation

Alexei Gazca

• Affiliation | University of Freiburg
• Joint publications | An augmented Lagrangian preconditioner for natural convection at high Reynolds number*

Matin Shams

• Affiliation | University of Oxford
• Joint publications | Enstrophy-stable integrators for the incompressible Navier–Stokes equations on under-resolved meshes*

Sebastian Ohlig

• Affiliation | University of Oxford
• Joint publications | Conservative integrators exhibit greater stability than symplectic integrators on the Toda lattice*

Wayne Arter

• Affiliation | UK Atomic Energy Authority (UKAEA)

Yuji Nakatsukasa

• Affiliation | University of Oxford