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Find det rigtige studiejob eller praktikforløb med SDU's jobbank Er du på jagt efter et spændende studiejob, en relevant praktik*, eller en organisation, du kan inddrage i dit speciale eller en anden opgave? Eller er du måske bare lidt nysgerrig på, hvad der er af spændende job- og samarbejdsmuligheder for dig som studerende?  Så er det her webinar lige noget for dig!   I løbet af 45 minutter får du …  [list][*]Introduktion til hvordan du bruger SDU’s jobbank bedst muligt, herunder gennemgang af jobbankens funktioner samt opsætning af profil og jobagent [/list][list][*]Tips til hvad du kan gøre, hvis du ikke liiige finder det, du er på jagt efter i jobbanken  [/list][list][*]Hacks til at ansøgning og CV, herunder anbefaling af programmer  [/list]*Her dækker ”praktik” både over ”Projektorienteret forløb” og ”Virksomhedsprojekt”.  Forberedelse [list][*]Log ind på SDU’s jobbank på jobbank.sdu.dk med dit studenterlogin. [/list] Lidt praktisk info [list][*]Uanset hvilket studie og semester, du går på, er du velkommen. [/list][list][*]Du kan logge på webinaret fra kl. 14:00, men oplægget går først i gang kl. 14:15.  [/list][list][*]Webinaret bliver ikke optaget.  [/list]

Why is there a sudden and sharp drop in births occurring in so many countries in the 2010-20 decade?

Speaker: Michael Borinsky (The Institute for Theoretical Studies at ETH) Abstract:I will present new results on the asymptotic growth rate of the Euler characteristic of Kontsevich's commutative graph complex. These results imply the same asymptotic growth rate for the top-weight Euler characteristic of M_g, the moduli space of curves, due to a recent work by Chan, Galatius and Payne. Further, they establish the existence of large amounts of unexplained cohomology in this graph complex. I will explain the role of this graph complex from the perspective of M_g's cohomology.

Læs mere om Undervisningsudvalget: https://www.sdu.dk/da/om_sdu/institutter_centre/imada_matematik_og_datalogi/ledelse_administration/raad_naevn_udvalg/undervisningsudvalg

Speaker: Zhi-Zhen Wang(Trinity College Dublin)Abstract:Eberhardt-Mizera (2023) evaluated the one-loop bosonic and Type I open string amplitude via Rademacher method. In this talk, we will introduce two other different strategies to treat the modular integrals appearing in one-loop bosonic and Type I amplitudes of both open and closed strings, and in particular their analytic continuation based on a string theoretic analog of the iε-prescription of quantum field theory. We will identify the two strategies and evaluate various zero- and two-point amplitudes. Beyond the perfect agreement to that obtained from the Rademacher method, our approach further provided an exact expression as a combination of three partition functions in terms of a temperature variable. While each individual term depends on this variable, the sum does not. In particular, the imaginary part of the one-loop amplitude, which accounts for the decay widths, has a compact analytical form. Its relation to the Regge limit will also be discussed. This talk is based on our recent work 2411.02517.

What key strategies should Denmark prioritise during its EU Presidency?

Alle ansatte ved IMADA inviteres til institutforum.Mødeindkaldelse og dagsorden bliver tilsendt per mail.

Speaker: Jonte Gödicke (University of Hamburg) Abstract:TBA

Speaker: Wenyuan Li (University of Southern California) Abstract:Consider sheaves on manifolds with microsupport on a singular Legendrian subset inside the cosphere bundle, which are in particular (real) constructible sheaves. By microlocalization, one can define a sheaf of categories on the singular Legendrian in the cophere bundle, called microsheaves. We will show that the microlocalization functor from sheaves to microsheaves together with its left adjoint admits a strong smooth relative Calabi-Yau structure. This is a non-commutative analogue of the orientation class which induces the Poincare-Lefschetz duality on manifolds with boundary. Under some extra assumptions, we can show that the adjunction is a spherical adjunction. We will explain the connections to Fukaya categories and Legendrian contact homologies. This is joint work with Chris Kuo.

Læs mere om Undervisningsudvalget: https://www.sdu.dk/da/om_sdu/institutter_centre/imada_matematik_og_datalogi/ledelse_administration/raad_naevn_udvalg/undervisningsudvalg