6 events found.
Schools
TRR 352 Winter School on Mathematical Physics
Georg-von-Vollmar-Akademie Am Aspensteinbichl 9, Kochel am See, Germany3rd IST Austria Summer School in Analysis and Mathematical Physics
ISTA Am Campus 1, Klosterneuburg, AustriaSummer School on Current Topics in Mathematical Physics
University of Zurich Rämistrasse 71, Zürich, SwitzerlandTRR 352 Winter School on Mathematical Physics
Georg-von-Vollmar-Akademie Am Aspensteinbichl 9, Kochel am See, GermanyTRR 352 Winter School on Mathematical Physics
Georg-von-Vollmar-Akademie Am Aspensteinbichl 9, Kochel am See, Germany
Past events
Israel Michael Sigal: Vacuum solutions in the theory of electroweak interactions
University of Tübingen, Room C3N16 An der Morgenstelle 10, Tübingen, Germany
Hybrid Event
In this talk I will describe the vacuum sector of the Weinberg-Salam (WS) model of electroweak forces. In the vacuum sector the WS model yields the U(2)-Yang-Mills-Higgs equations. We show […]
Horia Cornean: Bulk-edge correspondence for unbounded Dirac-Landau operators
University of Tübingen, Room C3N16 An der Morgenstelle 10, Tübingen, Germany
Hybrid Event
We consider two-dimensional unbounded magnetic Dirac operators, either defined on the whole plane, or with infinite mass boundary conditions on a half-plane. Our main results use techniques from elliptic PDEs […]
Timon Hilker: Observation of hole ordering mediated by antiferromagnetic correlations in mixed-dimensional Hubbard models
Ludwig Maximilian University of Munich (LMU Munich), Room B 349 Theresienstr. 39, Munich, Germany
Hybrid Event
Unraveling the origin of unconventional superconductivity is one of the driving forces behind quantum simulations with Fermions in optical lattices. In these strongly correlated materials, the necessary pairing of charge […]
Dr. Benjamin Hinrichs: Non-Perturbative Results on the Mass Shell in Nelson-Type Models
University of Tübingen, Seminar room C4H33 An der Morgenstelle 10, Tübingen, Germany
Hybrid Event
We consider the infrared problem in translation-invariant Nelson-type models describing a single quantum mechanical particle linearly coupled to a field of scalar bosons at fixed total momentum. Physical examples include […]
Prof. Dr. Clotilde Fermanian Kammerer: Some avatars of the correspondence principle in semi-classical analysis
Technical University of Munich (TUM), Room 5301.EG.001 (Auditorium) Lichtenbergstr. 2a, Garching b. München, Germany
Hybrid Event
The correspondence principle, as stated by Niels Bohr in 1923, is at the root of the traditional results in semi-classical analysis. It offers a natural insight into the world of […]
Mathieu Lewin: Chemists and physicists have found how to approximate Schrödinger’s equation;here is how mathematicians can contribut
Ludwig Maximilian University of Munich (LMU Munich), Room A 027 Theresienstr. 37, Munich, Germany
Hybrid Event
Schrödinger’s equation is a beautiful piece of mathematics. It f its on just one line and is supposed to accurately describe the behavior of most atoms and molecules of our […]
Alvaro Alhambra: Classical simulation of short-time quantum dynamics
University of Tübingen, Seminar room C4H33 An der Morgenstelle 10, Tübingen, Germany
Hybrid Event
Recent progress in the development of quantum technologies has enabled the direct investigation of dynamics of increasingly complex quantum many-body systems. This motivates the study of the complexity of classical […]
Tadahiro Miyao: Magnetic properties of ground states in many-electron systems
University of Tübingen, Room C3N14 Auf der Morgenstelle 10, Tübingen, Germany
Hybrid Event
A mathematical understanding of the mechanism of metallic ferromagnetism still needs to be completed. In this talk, the following three fundamental theorems on metallic ferromagnetism will be first outlined: the […]
Samuel Scalet: A subpolynomial-time algorithm for the free energy of one-dimensional quantum systems in the thermodynamic limit
University of Tübingen, Seminar room C4H33 An der Morgenstelle 10, Tübingen, Germany
Hybrid Event
We introduce a classical algorithm to approximate the free energy of local, translation-invariant, one-dimensional quantum systems in the thermodynamic limit of infinite chain size. While the ground state problem (i.e., […]