Generalized 't Hooft anomalies

• Mohammed Anber (Lewis & Clark College, Portland)

Quantum distillations, semi-classics and mixed anomalies

• Mithat Ünsal (NC State U)

Computational Spectroscopy of Quantum Critical Points

• Andreas Laeuchli (Innsbruck U)

Dynamics on the edge: charge fractionalization and anyonic exclusion

• Bernd Rosenow (Leipzig U)

Equilibration of isolated quantum systems has attracted much attention recently. Due to their integrability, one-dimensional systems often equilibrate towards a non-thermal steady state. In coupled quantum Hall edge states, the approach towards such a non-equilibrium steady state can be understood in terms of charge fractionalization, i.e. the decomposition of injected charges into eigenmodes propagating at different velocities. The method of non-equilibrium bosonization allows to describe such equilibration, distinguishing the regimes of quasi-particle creation and local equilibration. Generalizing to anyons on fractional quantum Hall edges, steady state current fluctuations can be related to the probability of anyons excluding each other spatially.

Dualities in field theories for condensed matter

• Lukas Janssen (TU Dresden)

Finite density simulations for strongly interacting field theories

• Andrei Alexandru (George Washington University)

Exploring the phases of Yang-Mills theory with adjoint matter through the gradient flow

• Camilo Lopez (FSU Jena)

Tensor Networks as numerical tools for QFT

• Mari-Carmen Bañuls (MPQ München)

Tensor renormalization group in bosonic field theories

• Esperanza Lopez

Crystalline chiral condensates in dense quark matter

• Stefano Carignano (Barcelona U)

In the past few years a growing consensus has been building around the idea that a spatially inhomogeneous chiral condensate may form in dense quark matter. In this talk, I will give a brief historical overview and review some recent developments on the characterization of such crystalline condensates using effective models for describing of QCD at finite density.

Topological crystalline phase in nuclear matter under strong magnetic fields

• Tomas Brauner

Dense nuclear and quark matter from holography

• Andreas Schmitt (Southampton U)

Hydrodynamics, Spontaneously Broken Symmetries, and Holography

• Sean Gray (FSU Jena)

Inhomogeneous Phases in Gross-Neveu Models

• Julian Lenz (FSU Jena)

The melonic large N limit: from SYK to tensor field theory

• Sylvain Carrozza (Perimeter Institute, Waterloo)

I will summarize the structure and scope of the so-called melonic large N expansion, which typically governs the large N behaviour of theories involving higher rank tensors. Compared to vector and matrix theories, What distinguishes it from the large N expansions of vector or matrix theories is that it is dominated by a non-trivial family of Feynman diagrams -- the melon diagrams -- which remains explicitly summable in a variety of situations. This provides a new analytical window into non-perturbative aspects of quantum theory, which has been taken advantage of to investigate strongly-interacting fermionic disordered systems (SYK model) and higher-dimensional generalizations.

Dualities and inhomogeneous phases in dense quark matter with chiral and isospin imbalances in the framework of effective model

• Tamaz Khunjua (Lomonosov Moscow State U)

Lattice investigation of an inhomogeneous phase of the 2+1-dimensional Gross-Neveu model in the limit of infinitely many flavors

• Marc Wagner (Frankfurt U)

Thermodynamics of Polarized Fermions

• Jens Braun (TU Darmstadt)