Task adapted reconstruction for inverse problems J Adler, S Lunz, O Verdier, CB Schönlieb, O Öktem
Inverse Problems 38 (7), 075006, 2022
54 2022 Scientific Computing with Python: High-performance scientific computing with NumPy, SciPy, and pandas C Fuhrer, JE Solem, O Verdier
Packt Publishing Ltd, 2021
52 2021 B-series methods are exactly the affine equivariant methods RI McLachlan, K Modin, H Munthe-Kaas, O Verdier
Numerische Mathematik 133, 599-622, 2016
48 * 2016 Aromatic Butcher Series H Munthe-Kaas, O Verdier
37 2013 Butcher series: a story of rooted trees and numerical methods for evolution equations RI McLachlan, K Modin, H Munthe-Kaas, O Verdier
arXiv preprint arXiv:1512.00906, 2015
34 2015 High order semi-Lagrangian methods for the incompressible Navier–Stokes equations E Celledoni, BK Kometa, O Verdier
Journal of Scientific Computing 66, 91-115, 2016
32 2016 Geometric Generalisations of shake and rattle R I McLachlan, K Modin, O Verdier, M Wilkins
Foundations of Computational Mathematics 14, 339-370, 2014
32 2014 Symplectic integrators for spin systems RI McLachlan, K Modin, O Verdier
Physical Review E 89 (6), 061301, 2014
31 2014 Numerical study of nonlinear dispersive wave models with SpecTraVVave H Kalisch, D Moldabayev, O Verdier
arXiv preprint arXiv:1606.01465, 2016
21 2016 Invariant connections, Lie algebra actions, and foundations of numerical integration on manifolds HZ Munthe-Kaas, A Stern, O Verdier
SIAM Journal on Applied Algebra and Geometry 4 (1), 49-68, 2020
20 2020 A Numerical Algorithm for G Bogfjellmo, K Modin, O Verdier
SIAM Journal on Numerical Analysis 56 (4), 2623-2647, 2018
20 2018 Collective Lie–Poisson integrators on ℝ3 RI McLachlan, K Modin, O Verdier
IMA Journal of Numerical Analysis 35 (2), 546-560, 2015
19 2015 A minimal-variable symplectic integrator on spheres R McLachlan, K Modin, O Verdier
Mathematics of Computation 86 (307), 2325-2344, 2017
18 2017 Collective symplectic integrators RI McLachlan, K Modin, O Verdier
Nonlinearity 27 (6), 1525, 2014
18 2014 Integrability of nonholonomically coupled oscillators K Modin, O Verdier
arXiv preprint arXiv:1212.6618, 2012
16 2012 What makes nonholonomic integrators work? K Modin, O Verdier
Numerische Mathematik 145, 405-435, 2020
15 2020 Integrators on homogeneous spaces: Isotropy choice and connections H Munthe-Kaas, O Verdier
Foundations of Computational Mathematics 16, 899-939, 2016
14 2016 Time-periodic solutions of the Burgers equation M Fontes, O Verdier
Journal of Mathematical Fluid Mechanics 11, 303-323, 2009
12 2009 Currents and finite elements as tools for shape space J Benn, S Marsland, RI McLachlan, K Modin, O Verdier
Journal of Mathematical Imaging and Vision 61, 1197-1220, 2019
10 2019 Spatiotemporal PET reconstruction using ML-EM with learned diffeomorphic deformation O Öktem, C Pouchol, O Verdier
Machine Learning for Medical Image Reconstruction: Second International …, 2019
10 2019 
Robert McLachlanProfessor of Applied Mathematics, Massey UniversityE-mail confirmado em massey.ac.nz