Katharina Klioba Mathematician - Analyst - Postdoc Delft University of Technology
Research interests:
stochastic partial differential equations
convergence rates
C0-semigroup theory
k.klioba-1 (circled a) tudelft (dot) nl
Welcome to my web page! I am a mathematician working at the intersection of functional, numerical, and stochastic analysis. More specifically, I investigate the well-posedness and approximation of stochastic and random evolution equations, often of hyperbolic nature and including nonlinearities. Moreover, I am always intrigued by applications of operator semigroup theory and enjoy working at the intersection of stochastic, numerical, and functional analysis.
Currently, I am a Feodor Lynen Research Fellow with Prof.dr.ir. Mark Veraar in the Analysis Group of TU Delft, funded by the Alexander von Humboldt foundation. I obtained my PhD from Hamburg University of Technology with PD Dr. Christian Seifert for my thesis on the approximation of evolution equations with random data.
News and upcoming/recent events:
26. - 28.08.26: invited speaker at 2026 STOCHASTICA Colloquium, University of Niš, Serbia
06. - 10.07.26: two talks at 15th AIMS conference, Athens, Greece
14. - 16.05.26:poster at SPDEs: Theory and Applications, University of Pavia, Italy
22.12.25: Our (Felix Kastner and me) preprint on Milstein-type schemes for hyperbolic SPDEs is on the arXiv: https://arxiv.org/abs/2512.19647
17.12.25: Talk in Probability Seminar, Universität Hamburg, Germany
8. - 12.12.25: Lorentz Center Leiden, New horizons in Well-Posedness of Stochastic Differential Equations
16. - 21.11.25: Oberwolfach, Recent Developments in SPDEs and BSDEs meet Harmonic and Functional Analysis