
<bib>
<comment>
This file was created by the TYPO3 extension publications
--- Timezone: CEST
Creation date: 2026-08-26
Creation time: 06:11:16
--- Number of references
11
</comment>
<reference>
<bibtype>article</bibtype>
<title>A Peter-Weyl theorem for compact group bundles and the geometric representation of relatively ergodic compact extensions</title>
<status>2</status>
<year>2023</year>
<web_url2>https://arxiv.org/abs/2302.13630</web_url2>
<authors>
<person>
<fn>Nikolai</fn>
<sn>Edeko</sn>
</person>
<person>
<fn>Asgar</fn>
<sn>Jamneshan</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>EdKrNa2021</citeid>
<title>A dynamical proof of the van der Corput inequality</title>
<year>2022</year>
<DOI>10.1080/14689367.2022.2100244</DOI>
<journal>Dynamical Systems</journal>
<volume>37</volume>
<pages>648-665</pages>
<web_url2>https://arxiv.org/abs/2106.11835</web_url2>
<authors>
<person>
<fn>Nikolai</fn>
<sn>Edeko</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
<person>
<fn>Rainer</fn>
<sn>Nagel</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>HeKr2022</citeid>
<title>A Halmos-von Neumann theorem for actions of general groups</title>
<status>2</status>
<year>2022</year>
<web_url2>https://arxiv.org/abs/2204.07093</web_url2>
<authors>
<person>
<fn>Patrick</fn>
<sn>Hermle</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>EdKr2022</citeid>
<title>Distal systems in topological dynamics and ergodic theory</title>
<status>3</status>
<year>2022</year>
<web_url2>https://arxiv.org/abs/2202.03456</web_url2>
<authors>
<person>
<fn>Nikolai</fn>
<sn>Edeko</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>EdHaKr2021</citeid>
<title>A Decomposition Theorem for Unitary Group Representations on Kaplansky-Hilbert Modules and the Furstenberg-Zimmer Structure Theorem</title>
<status>2</status>
<year>2021</year>
<web_url2>https://arxiv.org/abs/2104.04865</web_url2>
<authors>
<person>
<fn>Nikolai</fn>
<sn>Edeko</sn>
</person>
<person>
<fn>Markus</fn>
<sn>Haase</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>misc</bibtype>
<citeid>EdKr20</citeid>
<title>Uniform enveloping semigroupoids for groupoid actions</title>
<status>3</status>
<year>2021</year>
<howpublished>J. Anal. Math.</howpublished>
<web_url2>https://arxiv.org/abs/2009.13206</web_url2>
<authors>
<person>
<fn>Nikolai</fn>
<sn>Edeko</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>KrSi20</citeid>
<title>Gelfand-type theorems for dynamical Banach modules</title>
<year>2020</year>
<DOI>10.1007/s00209-020-02560-2</DOI>
<journal>Mathematische Zeitschrift</journal>
<web_url2>https://arxiv.org/abs/1903.04985</web_url2>
<authors>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
<person>
<fn>Sita</fn>
<sn>Siewert</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>FaKr20b</citeid>
<title>Relative compactness of orbits and geometry of Banach spaces</title>
<year>2020</year>
<DOI>10.1016/j.jmaa.2020.124660</DOI>
<journal>J. Math. Anal. Appl</journal>
<web_url2>https://arxiv.org/abs/2003.11364</web_url2>
<authors>
<person>
<fn>Bálint</fn>
<sn>Farkas</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>Kr20</citeid>
<title>The primitive spectrum of a semigroup of <prt>M</prt>arkov operators</title>
<year>2020</year>
<DOI>10.1007/s11117-019-00678-0</DOI>
<journal>Positivity</journal>
<volume>24</volume>
<pages>287--312</pages>
<number>2</number>
<web_url2>https://arxiv.org/abs/1711.01607</web_url2>
<authors>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>FaKr20c</citeid>
<title>Towards a Koopman theory for dynamical systems on completely regular spaces</title>
<year>2020</year>
<DOI>10.1098/rsta.2019.0617</DOI>
<journal>Phil. Trans. Royal Soc. A</journal>
<volume>378</volume>
<web_url2>https://arxiv.org/abs/2009.12074</web_url2>
<authors>
<person>
<fn>Bálint</fn>
<sn>Farkas</sn>
</person>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
<reference>
<bibtype>article</bibtype>
<citeid>Kr18</citeid>
<title>Compact operator semigroups applied to dynamical systems</title>
<year>2018</year>
<DOI>10.1007/s00233-018-9958-x</DOI>
<journal>Semigroup Forum</journal>
<volume>97</volume>
<pages>523--547</pages>
<number>3</number>
<web_url2>https://arxiv.org/abs/1703.05014</web_url2>
<authors>
<person>
<fn>Henrik</fn>
<sn>Kreidler</sn>
</person>
</authors>
</reference>
</bib>
