Webrelaunch 2020

Dr. Steffen Betsch

  • Karlsruher Institut für Technologie (KIT)
    Institut für Stochastik
    Englerstr. 2
    D-76131 Karlsruhe
    Deutschland

Veröffentlichungen

  • S. Betsch (2023), "Structural properties of Gibbsian point processes in abstract spaces", Journal of Theoretical Probability. Open Access.
  • S. Betsch, G. Last (2023), "On the uniqueness of Gibbs distributions with a non-negative and subcritical pair potential", Annales de l’Institut Henri Poincaré, Probabilités et Statistiques, Volume 59, Issue 2, 706-725. Link.
  • S. Betsch, B. Ebner, F. Nestmann (2022), "Characterizations of non-normalized discrete probability distributions and their application in statistics", Electronic Journal of Statistics, Volume 16, Issue 1, 1303-1329, Open Access.
  • J.S. Allison, S. Betsch, B. Ebner, I.J.H. Visagie (2022), "On Testing the Adequacy of the Inverse Gaussian Distribution", Mathematics, Volume 10, Issue 3, 350, Open Access.
  • S. Betsch, B. Ebner, B. Klar (2021), "Minimum L^q-distance estimators for non-normalized parametric models", The Canadian Journal of Statistics, Volume 49, Issue 2, pages 514-548, Link.
  • S. Betsch, B. Ebner (2021), "Fixed point characterizations of continuous univariate probability distributions and their applications", Annals of the Institute of Statistical Mathematics, Volume 73, Issue 1, pages 31-59, Link.
  • S. Betsch, B. Ebner (2020), "Testing normality via a distributional fixed point property in the Stein characterization", TEST, Volume 29, Issue 1, pages 105-138, Link.
  • S. Betsch, B. Ebner (2019), "A new characterization of the Gamma distribution and associated goodness-of-fit tests", Metrika, Volume 82, Issue 7, pages 779-806, Link.

Proceedings

  • S. Betsch (2019), "A new method for the estimation of distribution functions in parametric models", Proceedings of the 21st European Young Statisticians meeting, Link.

Konferenzen und Workshops

  • Postgraduate Online Probability Seminar (POPS) (Jul. 2023); Onlinevortrag: "Pair interaction point processes".
  • 16th German Probability and Statistics Days (Mär. 2023) Essen; Vortrag: "On the uniqueness of Gibbs distributions with repulsive and subcritical pair potentials".
  • CMStatistics (Dez. 2022) London; Vortrag: "Stein characterizations of non-normalized discrete probability distributions and their applications in statistics".
  • StatCon Workshops (Aug. 2022) Skukuza Camp, Südafrika; Vortrag: "An introduction to the theoretical basics of point forecast evaluation"
  • Vortrag in der Arbeitsgruppe Mathematische Physik (Aug. 2022) Karlsruhe; Vortrag: "On the uniqueness of Gibbs distributions with a non-negative and subcritical pair potential"
  • Mitorganisator des Workshops New Trends in Point Process Theory (Feb. 2022) Karlsruhe; Vortrag: "On the uniqueness of Gibbs distributions with a non-negative and subcritical pair potential"
  • CMStatistics (Dez. 2021); Onlinevortrag: "Parameter estimators for non-normalized statistical models based on Stein characterizations".
  • HiBeKi Meeting (Okt. 2021) Bern; Vortrag: "On the uniqueness of Gibbs distributions with a non-negative and subcritical pair potential"
  • Conference on Convex, Integral and Stochastic Geometry (Sep. 2021) Bad Herrenalb.
  • 4th Workshop on goodness-of-fit, change-point and related problems (Sep. 2019) Trient; Posterpräsentation: "A new fixed point characterization of the Gamma distribution and associated goodness-of-fit tests".
  • 21st European Young Statisticians meeting (Jul. 2019) Belgrad; Vortrag: "Distributional characterizations for non-normalized density functions and their applications".

Software Pakete

  • S. Betsch, L. Butsch, B. Ebner (2020) gofgamma: Goodness-of-Fit Tests for the Gamma Distribution. R package version 1.0, Link.
Aktuelles Lehrangebot
Semester Titel Typ
Sommersemester 2023 Vorlesung
Seminar
Wintersemester 2022/23 Vorlesung
Sommersemester 2022 Vorlesung
Wintersemester 2021/22 Vorlesung
Sommersemester 2021 Vorlesung
Wintersemester 2020/21 Vorlesung
Sommersemester 2020 Vorlesung
Proseminar
Wintersemester 2019/20 Vorlesung
Seminar