Dr. Sebastian Kühn


See also MathSciNet

Journal Publications

  1. S. Göttlich, S. Kühn - Routing strategies in production networks with random breakdowns - Communications in Mathematical Sciences (CMS), Vol.14(7), pp. 1799-1820, 2016.
  2. S. Göttlich, S. Kühn, J.A. Schwarz, R. Stolletz - Approximations of time-dependent unreliable flow lines with finite buffers, Mathematical Methods of Operations Research (MMOR),Vol. 83(3), pp. 295-323, 2016.
  3. S. Göttlich, S. Kühn, J. Ohst, S. Ruzika - Evacuation Modeling: A Case Study on Linear and Nonlinear Network Flow Models -  EURO Journal on Computational Optimization, Vol. 4(3), pp. 219-239, 2016.
  4. S. Göttlich, O. Kolb, S. Kühn - Optimization for a special class of traffic flow models: combinatorial and continuous approaches - Networks and Heterogenous Media (NHM), Vol. 9(2), pp. 315-334, 2014.
  5. R. Borsche, A. Klar, S. Kühn, A. Meurer - Coupling traffic flow networks to pedestrian motion - Mathematical Models and Methods in Applied Sciences (M3AS), Vol. 24, 2014.
  6. S. Göttlich, S. Kühn, J.P. Ohst, S. Ruzika, M. Thiemann - Evacuation dynamics influenced by spreading hazardous material, Networks and Heterogeneous Media (NHM), Vol. 6(3), pages 443-464, 2011.

 Refereed Proceedings

  1. S. Göttlich, S. Kühn, J. Ohst, S. Ruzika - Influence of Spreading Hazardous Material in Macroscopic Evacuation Dynamics – A Proof of concept . In U. Weidmann, U. Kirsch, and M. Schreckenberg, editors, Pedestrian and Evacuation Dynamics 2012, pages 275-282, Springer International Publishing, 2014.


  1. S. Kühn - Continuous traffic flow models and their applications - Dissertation, Dept. of Mathematics, TU Kaiserslautern, December 2014.
  2. S. Kühn - Evacuation Dynamics (Part two): Continuous Aspects - Diploma Thesis, Dept. of Mathematics, TU Kaiserslautern, October 2010.
  3. S. Kühn - Analytische und numerische Untersuchung einer antiferromagnetischen Spin 1/2 - Kette in einem alternierenden Feld - Diploma Thesis, Dept. of Physics, TU Kaiserslautern, Dezember 2009.