CPT

Calendar of Physics Talks Vienna

QCD in the cores of neutron stars (Vienna Theory Lunch Seminar)
Speaker:Aleksi Kurkela (University of Stavanger)
Abstract:Neutron stars are the densest astrophysical objects in our universe, reaching densities as high as those realized in ultrarelativistic heavy-ion collisions at the LHC. In these collisions ordinary nuclear matter melts into a new phase of elementary particle matter, quark matter. This naturally raises the question: does quark matter also exist inside neutron stars? The rapid advancement in neutron-star observations in combination with state-of-the-art QCD calculations is providing us with an unprecedented view of the extreme matter deep in the cores of the stars. In my talk, I describe how recent advancements in theory of superdense matter inform us about what lies in the centers of neutron stars and how different constraints point to the existence of quark matter cores in large neutron stars. [[part of the "Vienna Theory Lunch Seminar, see https://lunch-seminar.univie.ac.at ]]
Date: Tue, 28.11.2023
Time: 12:30
Duration: 75 min
Location:TU Wien: Wiedner Hauptstr. 8-10, yellow area, 10th floor, seminar room DB10E11
Contact:Florian Lindenbauer

Bethe equations and 2d conformal field theory
Speaker:Tomas Prochazka (Prag)
Abstract:The usual approach to 2d conformal field theory relies on the underlying Virasoro algebra. I want to discuss how this fits into a broader framework of integrable systems. In particular, the states in the Hilbert space can be labeled by solutions of algebraic equations, the Bethe equations. Perhaps surprisingly, Bethe equations associated to Virasoro algebra and its higher spin generalizations are very closely related to those of simplest Heisenberg SU(2) XXX spin chain. If time permits, I will discuss the set of Bethe equations associated to 2d free boson which is closely related to solvable generalizations of the quantum mechanical harmonic oscillator and the classical system of Calogero particles.
Date: Tue, 28.11.2023
Time: 14:00
Duration: 60 min
Location:Sem. R. DB gelb 03 (TU Wien Freihaus, Wiedner Hauptstrasse 8, 3rd floor, yellow tower)
Contact:S. Fredenhagen, D. Grumiller, T. Tran, A. Fiorucci

Compactness of minimizing sequences for the Einstein-Vlasov system
Speaker:Hakan Andreasson (Goteborg)
Abstract:It is well-known that spherically symmetric steady states of the Vlasov-Poisson system can be obtained as minimizers of an energy-Casimir functional. This has played an important role for the celebrated stability results in that case. It is also well-known, cf. the recent review paper by Rein arXiv:2305.02098, that there are no analogue results for the Einstein-Vlasov system, mainly due to lack of compactness. In this talk I will close this gap by showing compactness of minimizing sequences to a particle-number-Casimir functional, which then implies the existence of a minimizer. Under a regularity assumption it follows that the minimizer is a steady state of the spherically symmetric Einstein-Vlasov system. As a consequence of the proof, a condition arises which we believe is sufficient for non-linear stability. This is a joint work with Markus Kunze.
Date: Wed, 29.11.2023
Time: 14:15
Duration: 60 min
Location:Seminarraum A, Waehringer Straße 17, 2. Stock
Contact:P. Chrusciel, D. Fajman

Fracton gauge fields from higher-dimensional gravity
Speaker:Patricio Salgado-Rebolledo (TU Wien)
Abstract:Fractons are novel quasiparticle excitations with restricted mobility that have attracted increasing interest in recent years by both condensed matter and high energy physicists. In certain fractonic systems, mobility constraints are associated with the conservation of the dipole and/or higher moment charges, leading to the so-called multipole algebra. In this seminar we will show that the dipole-conserving algebra can be obtained as an Aristotelian/pseudo-Carrollian contraction of the Poincaré algebra in one dimension higher. When applied to a higher-dimensional curvature-squared gravity theory, the contraction produces several models for fracton gauge fields, including the fractonic generalization of Maxwell electrodynamics originally proposed by M. Pretko. A curved space generalization is given, which is gauge invariant when the Riemann tensor of the background geometry is harmonic.
Date: Thu, 30.11.2023
Time: 17:00
Duration: 60 min
Location:TU Wien, Freihaus, Seminar room 10th floor
Contact:Iva Lovrekovic

Hide and seek: how PDFs can conceal new physics
Speaker:Maeve Madigan (Univ. Cambridge)
Abstract:The Standard Model Effective Field Theory(SMEFT)provides a powerful theoretical framework for interpreting subtle deviations from the Standard Model and searching for heavy new physics at the LHC. Accurate interpretations of LHC data,however,rely on the precise knowledge of the proton structure in terms of parton distribution functions(PDFs).In this seminar I will discuss the interplay between PDFs and the search for new physics.I will showcase a scenario for the High-Luminosity LHC in which the PDFs may completely absorb such signs of new physics,thus biasing theoretical predictions and interpretations. To address this challenge,I will present a simultaneous determination of PDFs and the SMEFT using the SIMUnet methodology.This approach integrates both PDF and SMEFT determinations into a single,coherent framework,making possible an assessment of of the regions of parameter space ...
Date: Fri, 01.12.2023
Time: 16:15
Duration: 60 min
Location:Fakultaet fuer Physik, Josef-Stefan-HS, Boltzmanngasse 5, 3. Stock
Contact:A. Hoang, M. Procura, T. Corbett