Prof. Dr. Patrik Stilgenbauer

Exam review

Remark: the exam review took place on March 26, 2025. Booking a later date is no longer possible! The appointment booking form was available until March 26, 2025.

Teaching Areas

Analysis, Linear Algebra, Discrete Mathematics, Stochastics and Statistics, Programming, Measurement Data Analysis.

Publications

• Hypocoercivity for geometric Langevin equations motivated by fibre-lay down models arising in industrial application (with M. Grothaus und M. Mertin). GAMM-Mitteilungen, 41(5), 2018.

• Hilbert space hypocoercivity for the Langevin dynamics revisited (with M. Grothaus). Methods of Functional Analysis and Topology, 22(2), 2016.

• A Hypocoercivity Related Ergodicity Method for Singularly Distorted Non Symmetric Diffusions (with M. Grothaus). Integral Equations and Operator Theory, 83(3), 2015.

• Hypocoercivity for degenerate Kolmogorov equations and applications to the Langevin dynamics (with M. Grothaus). PAMM, vol. 14, 2014.

• A hypocoercivity related ergodicity method for Kolmogorov equations (with M. Grothaus). PAMM, vol. 14, 2014.

• Application of a three-dimensional fiber lay-down model to non-woven production processes (with M. Grothaus, A. Klar, J. Maringer und R. Wegener). Journal of Mathematics in Industry, 4:4, 2014.

• Hypocoercivity for Kolmogorov backward evolution equations and applications (with M. Grothaus). Journal of Functional Analysis, 267(10), 2014.

• Geometric Langevin equations on submanifolds and applications to the stochastic meltspinning process of nonwovens and biology (with M. Grothaus). Stochastics and Dynamics, 13(4), 2013.

• Construction of Lp-strong Feller Processes via Dirichlet Forms and Applications to Elliptic Diffusions (with B. Baur und M. Grothaus). Potential Analysis, 38(4), 2013.

• A Smooth 3D Model for Fiber Lay-Down Processes (mit A. Klar, J. Maringer und R. Wegener). PAMM, vol. 12, 2012.

• The Analysis of Stochastic Fiber Lay-Down Models: Geometry and Convergence to Equilibrium of the Basic Model (with M. Grothaus, A. Klar und J. Maringer). PAMM, vol. 12, 2012.

• Geometry, mixing properties and hypocoercivity of a degenerate diffusion arising in technical textile industry (with M. Grothaus, A. Klar und J. Maringer). arXiv e-print, 2012.

Curriculum vitae

since 2022 Professor for Mathematics at the THWS.

2014-2021 Application developer at Weisang GmbH. Main areas of specialisation: Software development and training leader for the measurement data analysis software FlexPro.

2014 PhD in Mathematics (Dr. rer. nat.), TU Kaiserslautern, Functional Analysis and Stochastic Analysis research group.

2010-2014 Research assistant, Department of Mathematics, TU Kaiserslautern.

2010 Diploma in Mathematics (minor in Physics), TU Kaiserslautern.

2008 Semester abroad at the University of California, Berkeley.

2005-2010 studies of mathematics with minor in physics, TU Kaiserslautern.