Dr. Jan Bartsch
In November 2021, I completed my PhD under Prof. Alfio Borzi at the University of Würzburg.
I also completed my bachelor's and master's degree there.
Since 2021, I have been a research assistant working with Prof. Volkwein.
This postdoc position is supported by the German Research Foundation DFG project SFB 1432 (Project Title: Fluctuations and Nonlinearities in Classical and Quantum Matter beyond Equilibrium).
Also feel free to check out our job offers.
Research Topics:
- Optimal control of partial differential equations
- Monte Carlo methods for solving kinetic models
- Numerics of hyperbolic differential equations
- Stochastic differential equations
Programming languages and Software used:
- C/C++
- Python
- Matlab
- Java SE/EE
- ParaView
Recently published preprints and submitted articles:
- Reconstruction of unknown nonlinear operators in semilinear elliptic models using optimal inputs
J. Bartsch, S. Buchwald, G. Ciaramella and S. Volkwein
arXiv, 2024.
Reviewed publications:
- Adjoint-based calibration of nonlinear stochastic differential equations
J. Bartsch, R. Denk and S. Volkwein
Applied Mathematics & Optimization, 2024
doi: 10.1007/s00245-024-10181-y - Controlling a Vlasov–Poisson plasma by a particle-in-cell method based on a Monte Carlo framework
J. Bartsch, P. Knopf, S. Scheurer, J. Weber
SIAM Journal on Control and Optimization, 2024
doi: 10.1137/23M1563852
pre-print - On the stabilization of a kinetic model by feedback-like control fields in a Monte Carlo framework
J. Bartsch, A. Borzi
Kinetic and Related Models, 2024
doi: 10.3934/krm.2024005
pre-print - A numerical investigation of Brockett’s ensemble optimal control problems
J. Bartsch, A. Borzì, F. Fanelli, S. Roy
Numerische Mathematik, 2021. - MOCOKI: A Monte Carlo approach for optimal control in the force of a linear kinetic mode
J. Bartsch, A. Borzì
Computer Physics Communications, Volume 266, 2021. - Optimal Control of the Keilson-Storer Master Equation in a Monte Carlo Framework
J. Bartsch, G. Nastasi, A. Borzì
Journal of Computational and Theoretical Transport, 2021. - A theoretical investigation of Brockett’s ensemble optimal control problems
J. Bartsch, A. Borzì, F. Fanelli, S. Roy
Calculus of Variations and Partial Differential Equations, 2019.
Teaching (in Konstanz):
- Summer Term 2023: Assistent for "Computer Application in Mathematics" of Dr. Frei
- Winter Term 2022/23: Assistent for Optimazition 2 by Jun.-Prof. Dr. Behzad Azmi.
- Summer Term 2022: Assistent for Optimazition 1 by Jun.-Prof. Dr. Behzad Azmi.
Teaching (in Würzburg):
- Summer Term 2021: Assistant for Ordinary Differential Equations (for primary/middle/secondary school student teachers) by Prof. Werner.
- Winter Term 20/21: Assistant for Ordinary Differential Equations by Prof. Borzi.
- Summer Term 2020: Assistant for Mathematics 1+2 for physicists and engineers by Dr. Greiner.
- Summer Term 2019: Assistant for Mathematics 1+2 for physicists and engineers by Dr. Greiner.