Curriculum Vitae
Employment
Education
2021–2026
PhD in applied mathematics cum laude
Eindhoven University of Technology · the Netherlands
Thesis: Data-driven discrete closure models for large-eddy simulation of incompressible turbulence (research carried out at CWI, Amsterdam)
2015–2020
MSc / Diplôme d'Ingénieur, applied mathematics
INSA Toulouse · France
2018–2019
Exchange year
Peter the Great St. Petersburg Polytechnic University · Saint Petersburg, Russia
Theoretical mechanics and applied mathematics
2012–2015
Asker Upper Secondary School
Norway
2013–2014
Exchange year
Collège Saint-Guibert · Gembloux, Belgium
Software
- IncompressibleNavierStokes.jl — differentiable, GPU-accelerated incompressible Navier–Stokes solver in Julia for large-eddy simulation and data-driven closure modeling
- Research codes accompanying my papers, including SymmetryCode.jl, ExactClosure.jl, DivergenceConsistency, and DiscreteFiltering.jl
- NeuralClosureTutorials — tutorials on learning neural closure models for fluid flows
- Contributor to GEMSEO (multidisciplinary design optimization), SpinDoctor (diffusion-MRI simulation), and Artery.FE (1D blood-flow in FEniCS)
Publications

Data-driven discrete closure models for large-eddy simulation of incompressible turbulence


Contributed talks
Data-driven discrete closure models for large-eddy simulation of incompressible turbulence

Data-driven closure modeling: From deterministic to probabilistic models
Should structural turbulence closures be non-symmetric?
Model-data consistent closure models in large-eddy simulation
Discrete closure models for turbulent flows: Exploiting differentiable programming
Discretize first, filter next: Learning divergence-consistent closure models for large-eddy simulation
Learning neural closure models for discretely filtered turbulence
Closure models for discretely filtered differential equations
Closure models for discretely filtered differential equations
Closure models for discretely filtered differential equations
Data-driven filtering of differential equations
Teaching & supervision
- Supervised Master's theses:
- Lucas Ronckers, Probabilistic turbulence modeling with ideal large eddy simulation: Bayesian inverse filtering and flow matching (2026)
- Viviane Desgrange, An inverse problem approach for closure modelling (2023)
- Lectures at schools and masterclasses:
- Learning neural closure models for fluid flows — Autumn School on Scientific Machine Learning, CWI (October 2023)
- Learning physics from data — Masterclass on Machine Learning for Inverse Problems: A Bayesian Perspective, CWI (May 2022)
Service & outreach
- Peer review: Journal of Computational Physics
- CWI works council (2023–2025)



