Dates

CRC Col­loqui­um 27.06.2025

On June 27th, the Colloquium of the CRC-TRR 358 will take place at the Department of Mathematics, Paderborn. The speakers are Prof. Ulrich Derenthal (Hannover) and Prof. Christian Lehn (Bochum).

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Abstract: For a real reductive group G, an important problem in harmonic analysis is to understand the image of various convolution algebras under Fourier transform. This also provides insight to the representation theory of G. For the reduced group C*-algebra, the structure of this image was laid out cleanly by Clare, Crisp and Higson, and as a consequence it summaries central results in the theory of tempered representations, as well as…

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In this talk I describe a novel Law of Dynamics for non-relativistic Quantum Mechanics (QM). The time evolution of individual physical systems consisting of charged matter interacting with the quantized electromagnetic field, e.g., electrons in the shell of an atom coupled to the radiation field, is non-linear, dissipative and stochastic, featuring isolated random events, called “quantum jumps." – We must search for the equations describing it!…

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Title: Non-archimedean periods for log Calabi-Yau surfaces Abstract: Period integrals are a fundamental concept in algebraic geometry and number theory. In this talk, we will study the notion of non-archimedean periods as introduced by Kontsevich and Soibelman. We will give an overview of the non-archimedean SYZ program, which is a close analogue of the classical SYZ conjecture in mirror symmetry.…

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Pro­mo­tion Tim Kolbe

Mathematisches Problemlösen im Ingenieurstudium: Eine qualitative Prozessanalyse

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Gradu­ation ce­re­mony of the Fac­ulty of Com­puter Sci­ence, Elec­tric­al En­gin­eer­ing and Math­em­at­ics 2025

Graduation ceremony of the Faculty of Electrical Engineering, Computer Science and Mathematics ATTENTION! The location has changed from Audimax to lecture halls L1 and L2! 04.07.2025, from 3 pm eim.upb.de/absolventenfeier

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Ha­bil­it­a­tion Dr. Ben­jamin Delarue

Habilitationsvortrag: „Anyons in an exactly solved model and beyond“ Studiengangsbezogene Lehrveranstaltung: „Das Darboux-Theorem“ 

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Abstract: Let O be a compact reflection n-orbifold whose underlying space is homeomorphic to a truncation n-polytope, i.e. a polytope obtained from an n-simplex by successively truncating vertices. In this talk, I will give a complete description of the deformation space of convex real projective structures on the orbifold O of dimension at least 4.  Joint work with Suhyoung Choi and Ludovic Marquis. If you are interested in participating online…

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Mini-Work­shop "Cod­ing Chal­lange"

Im Rahmen des Mini-Workshops präsentieren die Teilnehmer*innen von das Seminar "Coding Challange" ihre Ergebnisse zu einer zuvor individuell bearbeiteten Problemstellung. Jede*r Teilnehmer*in hat sich eigenständig mit einer von mehreren vorgegebenen Aufgaben auseinandergesetzt. Ziel des Seminars war es, durch selbstständige Literaturrecherche sowie durch Anwendung im Studium erlernter analytischer und numerischer Methoden geeignete…

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Weierstrass lecturer 2025: Prof. Ingrid Daubechies (Copyright Duke University)

Wei­er­strass Lec­ture 2025 - Prof In­grid Daubech­ies

The lecture will be held by Prof Ingrid Daubechies. Prof Daubechies is James B. Duke Professor at Duke University and was previously Professor and Director of the Department of Mathematics at Princeton University. Her fundamental contributions to the theory and application of wavelet methods are of fundamental importance in many fields from applied mathematics to concrete technical implementations. She has received numerous awards for her work,…

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Abstract: In this talk we will discuss Coxeter groups and their "Vinberg representations". These are discrete and faithful representations that are of special geometric significance. As we will show, the Zariski-closure of such representations is very restricted. This allows us to construct new examples of Zariski-dense subgroups of SL(n,Z). In particular, we will prove that, for all n at least 3, SL(n,Z) contains a Zariski-dense subgroup…

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Title: Quiver Grassmannians for the Bott-Samelson resolution of type A Schubert varieties Abstract: Quiver Grassmannians are projective varieties parametrising subrepresentations of quiver representations. Their geometry is an interesting object of study, due to the fact that many geometric properties can be studied via the representation theory of quivers. In this talk, we construct a special…

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