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Research Group

Rough and Stochastic Dynamics - Publications

Explore the scholarly works of the Rough and Stochastic Dynamics group. Browse journal articles, contributions in books and conference proceedings, academic theses, or discover our latest research through preprints. The names of the authors who worked on the publication during their time at the institute are shown in bold.


Preprint
2026 Repository Open Access
Ilya Chevyrev, Tom Klose and Abdulwahab Mohamed

A PDE approach to the 2D Yang-Mills measure

Preprint
2026 Repository Open Access
Henri Elad Altman, Tom Klose and Nicolas Perkowski

A rough functional Breuer-Major theorem

inBook
2026 Journal Open Access
Nicolas Perkowski

Energy solutions of singular SPDEs

In: Proceedings of the international congress of mathematicians 2026 - Volume 6 : invited lectures (sections 12–14) / Susan Friedlander (ed.)
Philadelphia : SIAM, 2026. - pp. 81-101
Preprint
2026 Repository Open Access
Ana Damnjanović, Ana Djurdjevac and Nicolas Perkowski

On the role of positivity preservation for high order approximations of the Dean-Kawasaki equation

Preprint
2026 Repository Open Access
Alexandra Blessing, Nicolas Perkowski and Chara Zhu

Renormalization destroys a finite time bifurcation in the \(Φ^4_2\) equation

Preprint
2026 Repository Open Access
John Bell, Ana Djurdjevac and Nicolas Perkowski

Surface Dean-Kawasaki equations

inJournal
2026 Journal Open Access
Lukas Gräfner, Nicolas Perkowski and Shyam Popat

Energy solutions of singular SPDEs on Hilbert spaces with applications to domains with boundary conditions

In: Stochastics and partial differential equations : analysis and computations, 14 (2026) 2, 1015–1061
inJournal
2026 Journal Open Access
Ana Djurdjevac, Xiaohao Ji and Nicolas Perkowski

Weak error of Dean-Kawasaki equation with smooth mean-field interactions

In: Journal de mathématiques pures et appliquées, 213 (2026), p. 103937
Preprint
2025 Repository Open Access
Francesco C. De Vecchi, Immanuel Zachhuber and Xiaohao Ji

Stochastic Hartree NLS in 3d coming from a many-body quantum system with white noise potential