Prof. Dr. Patrik Stilgenbauer

Exam review

You can book an exam review meeting with me for last semester's exams at the following link:

Schedule booking (Stilgenbauer)

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.