BORIS ANDREWS

portrait

Postdoctoral Research Associate, University of Oxford (he / him)

boris.andrews@maths.ox.ac.uk

University of Oxford profile

CV
PHD (DPHIL) THESIS

PUBLICATIONS & PREPRINTS

Preprints

(Accepted for publication)

Date Title Co-authors
29.APR.2025
(arXiv),
Upcoming
(SISC)
Enforcing conservation laws and dissipation inequalities numerically via auxiliary variables Patrick Farrell

(In review)

Date Title Co-authors
20.JAN.2025
(arXiv)
Helicity-preserving finite element discretization for magnetic relaxation Mingdong He,
Patrick Farrell,
Kaibo Hu

OTHER WORKS

Date Title Co-authors
18.JUL.2025
(download)
Geometric numerical integration via auxiliary variables
(PhD (DPhil) thesis)
 
16.JUL.2024
(arXiv)
High-order conservative and accurately dissipative numerical integrators via auxiliary variables Patrick Farrell

IN PREPARATION

(Drafts available on request)

Title Co-authors
Conservative and dissipative time discretisations for conservative and GENERIC systems Patrick Farrell
Automated Galerkin time stepping in Irksome Pablo Brubeck,
Patrick Farrell,
Rob Kirby,
Scott MacLachlan
Enstrophy-stable integrators for the incompressible Navier–Stokes equations Matin Shams
An augmented Lagrangian preconditioner for natural convection at high Reynolds number Alexei Gazca,
Patrick Farrell
Uniformly accurate asymptotic-preserving integrators for charged particles  

(Drafts not yet available)

Title Co-authors
Helicity- and enstrophy-stable integrators for the Navier–Stokes–Voigt equations  
Globally and locally structure-preserving mixed finite element methods for boundary-value problems  
Enstrophy-stable integrators for the Navier–Stokes equations on manifolds  
Enstrophy-stable integrators for incompressible magneto-hydrodynamics  

(Click titles for further details, open problems, talks and more)