Dr. Patrick Bastian

Wis­sen­schaft­lich­er Mit­ar­bei­ter

Adresse:
Ruhr-Uni­ver­si­tät Bo­chum
Fa­kul­tät für Ma­the­ma­tik
Lehrstuhl für Stochastik
Gebäude IB 2/69
Uni­ver­si­täts­stra­ße 150
D-44801 Bo­chum

Te­le­fon:
+49 234/32-23288

E-Mail:
Patrick(dot)Bastian(at)ruhr-uni-bochum(dot)de

Sprechzeiten

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Arbeitsgebiete

  • Funktionale Daten
  • Zeitreihen
  • Strukturbruchanalyse
  • Hochdimensionale Statistik

Publikationen

Eingereicht

  • Bastian, P., Tieplova, D., Dörnemann, N., Kutta, T. (2026).
    Change Point Detection and Localization in High-Dimensional Time Series.
    arXiv: 2608.14344
  • Bastian, P. (2026).
    Selfnormalization for relevant inference with supremum-type statistics.
    arXiv: 2607.27818
  • Bastian, P., Kutta, T.(2026).
    Simultaneous Inference for Partially Observed Functional Time Series.
    Under revision: Biometrika
  • Bastian, P., Kokoszka, P., Kutta, T. (2026).
    Quantifying stationarity in functional time series: a multiresolution method.
    Under revision: Electronic Journal of Statistics
  • Bastian, P., Kutta T., Basu, R., Dette, H. (2026).
    Monitoring Time Series for Relevant Changes.
    Under revision at Journal of the American Statistical Association (JASA).
    arXiv: 2509.01756
  • Bastian, P., Kutta, T. (2026).
    TWIN: Two window inspection for online change point detection.
    Reject &resubmit at Journal of the Royal Statistical Society, Series B (JRSSB).
    arXiv: 2510.11348
  • Bastian, P., Dette, H., Dunsche, M.(2025).
    Differentially private testing for relevant dependencies in high dimensions.
    Under revision at SIAM Journal on Mathematics of Data Science.
    arXiv: 2511.17167
  • Bastian, P., Bissantz, N. (2025).
    Detecting relevant dependencies under measurement error with applications to the analysis of planetary system evolution.
    Under revision at Scandinavian Journal of Statistics.
    arXiv: 2504.05055

Abschlussarbeiten

  • Testing for practically significant dependencies in high dimensions via bootstrapping.
    Dissertation Mathematik, Ruhr-Universität Bochum, 2024
    Simultan Masterarbeit via Fast-Track
    Prof. Dr. Holger Dette
  • On the covariance and continuity structure of Gauss-Markov processes.
    Bachelorarbeit Mathematik, Ruhr-Universität Bochum, 2018
    Prof. Dr. Holger Dette
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