Prof. Dr. Jonas Sauer –
Junior Professor (TT)
FSU Jena

Welcome to the tenth episode of the math podcast Literatur-Rundschau. In this episode I will talk to Maximilian Engel about a random dynamical system that is investigated with computer assistence. Maximilian will tell us how he and his co-author Maxime Breden ended up being office mates in Munich, and how they managed to start their first joint project just when Maxime was leaving Munich again. We will also learn about synchronization and chaos, so it's going to be a wild ride -- buckle up!

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List of protagonists:

• Maximilian Engel (Freie Universität Berlin)

• Maxime Breden (Ecole Polytechnique, Paris)

• Christian Kuehn (Technische Universität München)

• Michael Plum (Karlsruhe Institute of Technology)

• Dennis Chemnitz (Freie Universität Berlin)

• Alexandra Blessing (Universität Konstanz)

• Alex Blumenthal (Georgia Tech)

Welcome to the ninth episode of the math podcast Literatur-Rundschau. In this episode I will talk to Dalimil Peša. This episode is coming soon!

Welcome to the eigth episode of the math podcast Literatur-Rundschau. In this episode I will talk to Tim Laux about a connection between data clustering, material science and geometric analysis. It took him and his PhD student Jona Lelmi multiple strolls around the city of Bonn to find out how to use an algorithm originally introduced for describing the evolution of curved interfaces between different materials as a classification algorithm for large data. Take a stroll around this landscape yourself! As a special cameo we have the appearance of Tim's band "The Voltanics" in this episode, who were kind enough to provide us with their song "Here We Are".

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List of protagonists:

• Tim Laux (Universität Regensburg)

• Jona Lelmi (Hausdorff Center for Mathematic, Bonn)

• Felix Otto (Max Planck Institute for Mathematics in the Sciences, Leipzig)

• Selim Esedoğlu (University of Michigan, Ann Arbor)

• Lawrence C. Evans (UC Berkeley)

• Andrea Bertozzi (UCLA)

• Stanley Osher (UCLA)

Welcome to the seventh episode of the math podcast Literatur-Rundschau. In this episode I will talk to Antonio Agresti and his work on stochastic reaction-diffusion equations. The aim of the discussed paper is to provide a general toolbox for analyzing a large class of reaction-diffusion equations. We will in particular learn how the obtained flexibility from weighted L^p-theory and so-called critical spaces can be vital when dealing with rough noise, and non-linearities of higher order. Take a tour through these magical function spaces and follow Antonio's journey from being an engineering student to becoming a researcher in mathematics!

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List of protagonists:

• Antonio Agresti (IST Austria)

• Mark Veraar (Technische Universiteit Delft)

• Amru Hussein (Rheinland-Pfälzische Technische Universität Kaiserslautern)

• Julian Fischer (IST Austria)

Welcome to the sixth episode of the math podcast Literatur-Rundschau. In this episode I will talk to Thomas Eiter. He will guide us through a problem coming from fluid dynamics, about time-periodic flow of an incompressible viscous fluid past a rotating body. Studying this time-periodic problem can in some sense be seen as a first step in the direction of understanding turbulence, which is an overarching theme in fluid dynamics. We will in particular learn how treating an associated resolvent problem and choosing the underlying function spaces carefully can be helpful in this endeavour.

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List of protagonists:

• Thomas Eiter (WIAS Berlin)

• Mads Kyed (Hochschule Flensburg)

• Giovanni P. Galdi (University of Pittsburgh)

Welcome to the fifth episode of the math podcast Literatur-Rundschau. In this episode I will talk to Angkana Rüland. She will guide us through the process of creating a joint work together with Antonio Tribuzio on the energy scaling behaviour of a singularly perturbed Tartar square. We will in particular learn how differential inclusions can exhibit both very rigid and very flexible behaviour depending on the regime in question.

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List of protagonists:

• Angkana Rüland (Ruprecht-Karls Universität Heidelberg)

• Antonio Tribuzio (Ruprecht-Karls Universität Heidelberg)

• Stefan Müller (Hausdorff Center for Mathematics Bonn)

• Georg Dolzmann (Universität Regensburg) 

• Vladimir Šverák (University of Minnesota)

• Related Workshop 2022: Microstructures in Elasticity and Phase-Transforming Solids

Welcome to the fourth episode of the math podcast Literatur-Rundschau. Our interview partner today is Máté Gerencsér. We will get an insight in how he and his collaborators Oleg Butkovsky and Konstantinos Dareiotis found a way to use stochastic sewing techniques in order to prove optimal rates of convergence for approximations of SPDEs. Máté will also tell us some words on how he and Konstantinos brewed beer together at an early stage of their scientific career.

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List of protagonists:

• Máté Gerencsér (Technische Universität Wien)

• Oleg Butkovsky (Weierstraß-Institut für Angewandte Analysis und Stochastik)

• Konstantinos Dareiotis (University of Leeds)

• Khoa Lê (Technische Universität Berlin) 

• Terry Lyons (University of Oxford)

• 14th Oxford-Berlin Young Researchers Meeting

Welcome to the third episode of the math podcast Literatur-Rundschau. Today's guest is Emiel Lorist. We will discuss his joint work with Andrei Lerner and Sheldy Ombrosi on sparse domination and its applications to stochastic partial differential equations. We'll also learn how quickly your e-mail inbox can spill over when you work on a project together with collaborators from different parts of the world.

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List of protagonists:

• Emiel Lorist (Helsingin yliopisto)

• Andrei Lerner (Bar-Ilan University)

• Sheldy Ombrosi (Universidad Nacional del Sur)

Welcome to the second episode of the math podcast Literatur-Rundschau. Our guest today is Moritz Egert, and we will take a look at his work on p-elliptic divergence form operators and holomorphic semigroups. We'll hear from Moritz how he got interested in writing a paper on p-ellipticity despite this topic not being his core research interest, and we'll also learn how not to celebrate Christmas.

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List of protagonists:

• Moritz Egert (Technische Universität Darmstadt)

• Andrea Carbonaro (Università degli Studi di Genova)

• Oliver Dragičević (Univerza v Ljubljani)

• Patrick Tolksdorf (Johannes-Gutenberg-Universität Mainz)

• Pierre Portal (Australian National University)

Welcome to the first episode of the math podcast Literatur-Rundschau. Today we are looking behind the scenes of a work by Raphaël Danchin, Matthias Hieber, Piotr Mucha and Patrick Tolksdorf which is centered around Free Boundary Problems from fluid mechanics. We'll get to know from Patrick Tolksdorf himself how this work came about and how the project evolved from the initial plans for a small paper to an extensive collaboration among the four authors that spanned several years.

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List of protagonists:

• Patrick Tolksdorf (Johannes-Gutenberg-Universität Mainz)

• Matthias Hieber (Technische Universität Darmstadt)

• Piotr B. Mucha (Uniwersytet Warszawski)

• Raphaël Danchin (Université Paris-Est Créteil)

• Ewelina Zatorska (Imperial College London)