SIFT 2024: Strongly-Interacting Field Theories

Europe/Berlin
Haus zur Rosen, Auditorium Johannisstraße 13, 07743 Jena
Description

This workshop is funded by the research training group RTG 2522 and aims to bring together researchers from different areas of theoretical physics who study manifestations and phenomena of strongly-interacting field theories, in order to allow for a transfer of knowledge and methods. This year's workshop plans to put a special emphasis on research topics related to the quantum theory and quantum field theory branch of the RTG.

The workshop intends to be a platform to stimulate a cross-fertilization between discrete and continuum approaches to strongly-interacting field theories - spanning the range from lattice gauge theory, functional renormalization group methods to gauge/gravity dualities.

Registration
Participants
  • Andreas Wipf
  • Christoph Sieling
  • Eric Oevermann
  • Federico Capone
  • Felix Karbstein
  • Georg Bergner
  • Georg Pfeifer
  • Holger Gies
  • Ivo Sachs
  • Jakob Hollweck
  • Jan Pawlowski
  • Jobst Ziebell
  • Julian Schirrmeister
  • Konrad Brandts
  • Lukas Janssen
  • Marc Wagner
  • Markus B. Fröb
  • Marta Picciau
  • Martin Ammon
  • Richard Schmieden
  • Robert Schlesier
  • Stefan Floerchinger
  • Stefan Theisen
  • Tim Stötzel
  • Tobias Bruschke
    • 08:50
      Welcome
    • 1
      TBA
      Speaker: Stefan Theisen
    • 09:45
      Q&A
    • 2
      TBA
      Speaker: Ivo Sachs
    • 10:40
      Q&A
    • 10:50
      Break
    • 3
      Phyiscs informed RG flows and the lower simplicity bound

      Functional renormalisation group (RG) flows have been used since 50 years for the resolution of quantum field theories (QFT) in terms of their generating functionals such as the partition function, the Wilsonian effective action or the one-particle irreducible effective action. From early on, generalised functional RG flows have been devised that do not only accommodate the stepwise integration of fluctuations, commonly in terms of momentum shells, but also general reparameterisations of the theory.

      In https://arxiv.org/abs/2409.13679 we introduced a new perspective on generalised RG flows: Instead of viewing them as a tool for the computation of the respective generating functional, one can view them as a tool for resolving the combined flow for the pair of the generating functional and the (composite) field, it is formulated in. This new perspective
      opens up new playing fields, both in terms of computational efficiency as well as optimal expansions such as those about the ground state of the theory at hand. In short, this new perspective helps to find and use optimal formulations of the theory at hand, thus zooming in on the 'lower simplicity bound' of a given QFT.

      In this talk I report on the structure and existence constraints of these general flows, illustrate its computational prowess within simple examples, discuss its application
      within the standard approximation schemes as well as its augmentation with Machine-Learning architectures for efficient computations, and finally indicating its use for sampling algorithms on the lattice.

      Speaker: Jan Pawlowski
    • 12:05
      Q&A
    • 12:15
      Lunch
    • 4
      Aspects of lattice field theory beyond the standard model
      Speaker: Georg Bergner
    • 15:15
      Q&A
    • 5
      Continuous order-to-order transitions from fixed-point annihilation
      Speaker: Lukas Janssen
    • 16:10
      Q&A
    • 16:20
      Break
    • 6
      Antiheavy-antiheavy-light-light tetraquarks from lattice QCD
      Speaker: Marc Wagner
    • 17:35
      Q&A