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  • Episode 11: From playing the organ to geometric group theory with Benjamin Brück

    Episode 11: From playing the organ to geometric group theory with Benjamin Brück
    2026/07/06
    In the second season's fourth episode of On a Tangent, Carlo speaks with Benjamin Brück about his journey to Münster, away from it, and ultimately back again, the stations and challenges along the way and his connection to music. In his research Benjamin is focusing on high dimensional cohomology of arithmetic groups.
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    36 分
  • Episode 10: Batman, Beats and p-adic Geometry with Nataniel Marquis

    Episode 10: Batman, Beats and p-adic Geometry with Nataniel Marquis
    2026/06/01
    In the third episode von "On a Tangent", Carlo speaks with Nataniel Marquis, a postdoctoral researcher working on p-adic geometry in Eugen Hellmann’s research group, about their enthusiasm for mathematics, Batman’s influence on it, and the French classe préparatoire system, as well as how dancing and music help to clear the mind.
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    34 分
  • Episode 9: Random Walks & Long Runs, with Elisabetta Mazzolari

    Episode 9: Random Walks & Long Runs, with Elisabetta Mazzolari
    2026/05/04
    In the second episode of the second series of On A Tangent, Carlo speaks to Elisabetta Mazzolari. She is a doctoral researcher at the Institute of Mathematical Stochastics and works in the field of probability theory. In the podcast, she explains what led her from Pavia via Delft to Münster, and what she does to clear her head.
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    27 分
  • Episode 8: From Paris via Copenhagen to Münster, with Maxime Ramzi

    Episode 8: From Paris via Copenhagen to Münster, with Maxime Ramzi
    2026/04/06
    In the first episode of the new season of On A Tangent, Carlo talks to Maxime Ramzi, a postdoctoral researcher specialising in algebraic K-theory and homotopical algebra. Maxime talks about how inspiring maths teachers influenced him, how he came to Münster via Copenhagen, and where you might run into him outside of mathematics.
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    31 分
  • Episode 7: From Headbutting Gnomes to Infinity Categories, with Edith Hübner

    Episode 7: From Headbutting Gnomes to Infinity Categories, with Edith Hübner
    2024/12/11
    In this episode of On A Tangent, Simone is joined by Edith Hübner, a doctoral research in topology. We learn about her journey from physics to mathematics, what headbutting gnomes can teach young children, and the mysteries of infinity categories.
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    26 分
  • Episode 6: Finding Structure in Groups, with Marjory Mwanza

    Episode 6: Finding Structure in Groups, with Marjory Mwanza
    2024/09/30
    In this episode of On A Tangent, Simone is joined by Marjory Mwanza, a Young African Mathematicians (YAM) Fellow working in group theory. We learn about how one goes from statistics to group theory, and where to find deep structure in seemingly simple objects.
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    22 分
  • Episode 5: How an Inventor becomes a Mathematician, with Rin Ray

    Episode 5: How an Inventor becomes a Mathematician, with Rin Ray
    2024/08/26
    In this episode of On A Tangent, Simone is joined by Rin Ray, a postdoc in Topology. We learn about why an inventor becomes a mathematician, and how to build bridges between deep questions in different areas.
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    20 分
  • Episode 4: Weddings and Limit Structures, with Rob Sullivan

    Episode 4: Weddings and Limit Structures, with Rob Sullivan
    2024/07/29
    In this episode of On A Tangent, Simone is joined by Rob Sullivan, a postdoc in Combinatorics and Model Theory. We learn about what children do to entertain themselves at boring weddings, and what we do (not) know about ultrahomogeneous structures.
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    29 分