


I am a postdoc at the Weierstrass Institute in Berlin. Click here for my
contact information .
Together with Luisa Andreis I organise the Interacting Random Systems (IRS) seminar of our Research Group 5.
Research Interests
 Stochastic Partial Differential Equations
 Paracontrolled Calculus
 Harmonic Analysis
 Stochastic Processes

 Large deviations
 GibbsnonGibbs transitions
 Partially Ordered Vector spaces and Riesz space
theory
 Measure and Integration Theory

Curriculum Vitae
CV January 2021
Publications and preprints
 W. Könoig, N. Perkowski, W. van Zuijlen, Longtime asymptotics of the twodimensional parabolic Anderson model with whitenoise potential
[arxiv preprint]
[Own version with calculations in yellow]
 N. Perkowski, W. van Zuijlen, Quantitative heat kernel estimates for diffusions with distributional drift
[arxiv preprint]
[Own version with calculations in yellow]
 K. Chouk, W. van Zuijlen, Asymptotics of the eigenvalues of the Anderson
Hamiltonian with white noise potential in two dimensions
To appear in Annals of Probability.
[arxiv preprint]
[Own version with calculations in yellow]
 R. Kraaij, F. Redig, W. van Zuijlen A HamiltonJacobi point of view on meanfield
gibbsnongibbs transitions
To appear in Transactions of the American Mathematical Society.
[arxiv preprint]
 W. van Zuijlen Large
Deviations of Continuous Regular Conditional Probabilities
Journal of Theoretical Probability.
[published
version] [arxiv preprint]
 A.C.M. van Rooij, W.B. van Zuijlen Bochner integrals in ordered vector spaces
Positivity.
[published
version] [arxiv preprint]
 A.C.M. van Rooij, W.B. van Zuijlen Integrals for functions with values in a partially
ordered vector space
Positivity.
[published
version] [arxiv preprint]
 F. den Hollander, F. Redig, W. van Zuijlen GibbsnonGibbs
dynamical transitions for meanfield interacting
Brownian motions
Stochastic Processes and their Applications.
[published
version] [arxiv
preprint]
Teaching
During the summer term in 2020 I taught the course Theory of
function spaces and applications, see also:
www.mi.fuberlin.de
The version of the lecture notes at the end of the course can also be
found here: Lecture Notes
Theory of Function Spaces.
Theses and other
documents
