| Hosts | Laszlo Erdös, Robert Seiringer, Jan Maas, Julian Fischer |
| Location | Mondi 2 (I01.01.008), Central Building Heinzel Seminar Room (I21.EG.101), Office Building West |
| Time | Thursdays, 4:15pm – 5:15 pm (* =unusual time/place, check invitation file) |
PLEASE NOTE: During to concerns about the COVID-19 virus we will also be conducting seminars remotely via Zoom. Unusual times are indicated, these are mostly on Tuesdays, 4pm - 6pm, as well as the talks in the framework of the VIENNA PROBABILITY SEMINAR every second Tuesdays, 4:45 pm - 7:00 pm, with alternating locations between IST Austria and the University of Vienna. Location details will be announced with each talk. If you wish to receive regular email notifications about our events please contact birgit.oosthuizen-noczil@ist.ac.at.
Academic Year 2021/22
| Date | Speaker | Topic |
| September 23, 2021 (IST Austria, I21.EG101), *4pm | Yuanyuan Xu (IST Austria) | Quantitative Tracy-Widom law for Wigner matrices |
| September 23, 2021 (IST Austria, I21.EG101), *5pm | Mustafa Gunes (University of Oxford) | Joint Moments of C$\beta$E, Consistent Random Interlacing Arrays and Painleve Equations |
| September 30, 2021 (Rényi Institute, Budapest) | Budapest – Vienna Probability Seminar: Marcin Lis (Uni Wien) | A new approach to the Berezinskii–Kosterlitz–Thouless transition in the planar XY model |
| September 30, 2021 (Rényi Institute, Budapest) | Budapest – Vienna Probability Seminar: Bálint Vetö (TU Budapest=BME) | Fluctuations in random surface growth |
| September 30, 2021 (Rényi Institute, Budapest) | Budapest – Vienna Probability Seminar: Fabio Toninelli (TU Vienna) | Diffusion in the curl of the 2-dimensional Gaussian Free Field |
| October 14, 2021 (IST Austria, I21.EG.101) | Hong Chang Ji (IST Austria) | Tracy-Widom limit for free sum of random matrices |
| October 21, 2021 (IST Austria, I21.EG.101) | Christian Hainzl (LMU Munich) | Bogolyubov theory revisited |
| November 04, 2021 (Mondi 2, I01.01.008) | Haonan Zhang (IST Austria) | A variational method and its applications in concavity/convexity of trace functionals |
| November 11, 2021 (Mondi 2, I01.01.008) | Morris Brooks (IST Austria) | Validity of Bogoliubov’s approximation for translation-invariant Bose gases |
| December 02, 2021 (online) | Benjamin Schlein (University of Zürich) | Upper bound for the energy of a confined gas of hard sphere bosons |
| January 13, 2022 (online) | Jan Philip Solovej (University of Copenhagen) | Dilute Bose and Fermi gases in one dimension |
| February 17, 2022 (online) | Peter Hearnshaw (University College London) | Analyticity of the density matrix |
| March 31, 2022 (Mondi 2, I01.01.008) | Martijn Caspers (TU Delft) | Quantum Markov semi-groups and approximation/rigidity of von Neumann algebras |
| March 31, 2022 (Mondi 2, I01.01.008) | Matthijs Vernooij (TU Delft) | On the existence of derivations as square roots of generators of state-symmetric quantum Markov semigroups |
| April 27, 2022 (IST Austria, I21.EG.101) *2pm | Budapest-Vienna Probability Seminar: Herbert Spohn (TU München) | Budapest-Vienna Probability Seminar |
| May 05, 2022 (Mondi 2, I01.01.008) | Marie Fialová (ISTA) | Aharonov-Casher theorem on manifolds with boundary |
| May 12, 2022 (Mondi 2, I01.01.008) | Roland Donninger (University of Vienna) | Optimal Blowup Stability for Wave Maps |
| June 02, 2022 (Mondi 2, I01.01.008) | Steffen Polzer (University of Geneva) | Lower bound for the effective mass of the Polaron |
| July 7, 2022 (Mondi 2, I01.01.008) | Cambyse Rouzé (TUM) | Thermalization of quantum spin chains: an entropic perspective |
| July 19, 2022 (IST Austria, I21.EG.101) | Lihan Wang (Carnegie Mellon University) | Optimal artificial boundary conditions for three-dimensional elliptic random media |
| July 21, 2022 (IST Austria, I21.EG.101) | Hao Zhang (Université de Franche-Comté) | From the Littlewood-Paley-Stein inequality to the Burkholder-Gundy inequality |
| July 21, 2022 (IST Austria, I21.EG.101) | Runlian Xia (University of Glasgow) | Cotlar-type identities for groups acting on trees like structures |
| August 11, 2022 |