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Sebastian Probst

Educational and Professional Experiences

In August 2012 I received my diploma in mathematics from Gottfried Wilhelm Leibniz Universität Hannover (Algorithmic Optimization group of Marc Steinbach).
Until October 2018 I have done my doctorate in Ellen Baake's Biomathematics workgroup. In addition to my research and teaching tasks I am the computing officer of the workgroup and act as coordination support for the priority program Probabilistic Structures in Evolution. In particular I am responsible for the construction and maintenance of its webservices.

Current Interests

I am working as a postdoc in the area of population genetics, in particular on models that deal with recombination dynamics. I am using a combination of methods from numerical mathematics and probability theory for the estimation of model-parameters. Furthermore, I am searching for an evolution model that captures the essentials of Lenski's long term evolutional experiment and contribute simulation studies to validate this model.

Publications

• E. Baake, Adrián González Casanova, Sebastian Probst, Anton Wakolbinger
  Modelling and simulating Lenski's long-term evolution experiment
  March 2018, 29 pages
  [Preprint]
• M. Esser, S. Probst, E. Baake
  Partitioning, duality, and linkage disequilibria in the Moran model with recombination
  J. Math. Biol. 73 (2016), 161-197
  [Preprint] [Journal publication]

Talks

• 13th German Probability and Statistics Days 2018:
  How large is infinity? Simulations and heuristics for a stochastic model of Lenski’s long-term evolution experiment
  Albert-Ludwigs-University Freiburg
  Freiburg, February 27-March 2, 2018
  
• Joint meeting of the SPP 1590 and SPP 1819:
  Infer recombination parameters using numerical optimization methods
  Cologne University
  Cologne, September 28-30, 2016
  
• Mini-workshop: Duality of Markov processes and applications to spatial population models:
  Duality between the Moran Model with recombination and a marginalised ARG
  TU Berlin
  Berlin, November 06-07, 2014
  
• ECMTB 2014:
  Type distributions on partitions and their ancestry in the Moran model with recombination
  Göteborgs Universiteit
  Gothenburg, June 15-19, 2014
  
• DMV Jahrestagung - Studierendenkonferenz
  Saarland University
  Saarbrücken, September 20, 2012
  

Teaching

• SS 18 Auffrischungkurs Wahrscheinlichkeitstheorie und Statistik → eKVV
•       Übungen zu Mathematische Biologie → eKVV
• SS 17 Übungen zu Wahrscheinlichkeitstheorie und Statistik → eKVV
• SS 16 Auffrischungkurs Wahrscheinlichkeitstheorie und Statistik → eKVV
• WS 15/16 Übungen zu Vertiefung NWI: Gewöhnliche Differentialgleichungen → eKVV
• SS 15 Übungen zu Mathematische Biologie → eKVV
• WS 14/15 Übungen zu Mathematik für Naturwissenschaften I → eKVV
• SS 14 Auffrischungkurs Wahrscheinlichkeitstheorie und Statistik → eKVV
    Übungen zu Mathematische Biologie → eKVV
• WS 13/14 Übungen zu Vertiefung NWI: Gewöhnliche Differentialgleichungen → eKVV
• SS 13 Auffrischungkurs Wahrscheinlichkeitstheorie und Statistik → eKVV
    Präsenzübung Wahrscheinlichkeitstheorie und Statistik → eKVV
• WS 12/13 Auffrischungskurs Wahrscheinlichkeitstheorie und Statistik → eKVV
• Until 12 (repeatedly) tutorials for the Institute for Applied Mathematics like → IfAM
     
  • Numerik I, II
  
     
  • Mathematik für Wirtschaftswissenschaftler I, II
  
     
  • Mathematik für Maschinenbauer III


• Until 12 (repeatedly) uni:fit - fördern, informieren, trainieren → uniKIK

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