18–21 May 2026
Europe/Warsaw timezone

Session

IS2: Multiple tests beyond parametric assumptions

19 May 2026, 13:45
Room 1 A

Room 1 A

Conveners

IS2: Multiple tests beyond parametric assumptions

  • Paavo Sattler (RWTH Aachen University)

Presentation materials

There are no materials yet.

  1. Łukasz Smaga (Adam Mickiewicz University)
    19/05/2026, 13:45
    invited lecture

    Functional Data Analysis (FDA), focusing on data composed of functions or curves, has become increasingly popular. We study reliable methods for comparing multiple groups of functional data, especially in studies involving several factors or complex designs. We introduce a new statistical approach designed for multivariate functional data. Our methods are reliable because they allow us to...

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  2. Moritz Fabian Danzer (University of Münster)
    19/05/2026, 14:15
    oral presentation

    Adaptive and, in particular, group-sequential designs are well-established in clinical trials. Time-to-event endpoints pose particular challenges because individual participants can contribute data to multiple stages of the trial. Nevertheless, the log-rank test - the standard analysis method for time-to-event data - can be embedded in flexible adaptive designs (e.g. with sample-size...

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  3. Lukas Mödl (Institut für Biometrie und Klinische Epidemiologie, Charité -- Universitätsmedizin Berlin)
    19/05/2026, 14:35
    oral presentation

    Quadratic forms, such as the rank-based Wald-type statistic or the rank-based ANOVA-type statistic, are widely used to compare multivariate distributions without the necessity of parametric assumptions (like multivariate normality). These tests have two major limitations, however:
    i) They are, by construction, omnibus tests and thus not able to locate which specific dimensions (variables) are...

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  4. Erin Sprünken (Charité - Universitätsmedizin Berlin)
    19/05/2026, 14:55
    oral presentation

    In many trials and experiments, subjects are not only observed once, but multiple times, resulting in a cluster of possibly correlated observations. For example, mice sharing the same cage or students of the same class are typical examples of clustered data. Typically, under the assumption of normally distributed data, mixed models are used for analysis.
    However, this model assumption is...

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