Energy-momentum tensor on the lattice from the gradient flow

• Hiroshi Suzuki

Room: TH Theory Conference Room

The density-of-states method as a practical solution for quantum field theories with a sign problem?

• Kurt Langfeld

Room: TH Theory Conference Room

A new approach to thermal quantum field theories

• Michele Pepe

Room: TH Theory Conference Room

Renormalization of the energy-momentum tensor with the Wilson flow

• Antonio Rago

Room: TH Theory Conference Room

Signal/noise optimization strategies for stochastically estimated correlation functions

• Michael Endres

Room: TH Theory Conference Room

The complex Langevin method: successes and open problems

• Erhard Seiler

Room: TH Theory Conference Room

On effects of heavy sea quarks at low energy

• Rainer Sommer

Room: TH Theory Conference Room

Quantum entanglement entropy for SU(3) gauge theories

• Etsuko Itou

Room: TH Theory Conference Room

Topology at large N

• Biagio Lucini

Room: TH Theory Conference Room

Symanzik improvement and the gradient flow (part I)

• Stefan Sint

Room: TH Theory Conference Room

Symanzik improvement and the gradient flow (part II)

• Alberto Ramos

Room: TH Theory Conference Room

Tree level improvement of the gradient flow

• Daniel Nogradi

Room: TH Theory Conference Room

The Dirac sprectrum of complex Langevin simulations

• Kim Splittorff

Room: TH Theory Conference Room

Complex Langevin for complex actions

• Gert Aarts

Room: TH Theory Conference Room

Chiral Ward identities, automatic O(a) improvement and the gradient flow

• Shindler Andrea

Room: 4/2-011 - TH common room

Welcome Room: 503/1-001 - Council Chamber

From the Quark Model to Lattice QCD

• Leutwyler Heinrich (BERN University)

Room: 503/1-001 - Council Chamber

The Schrödinger Functional and its Uses

• Hartmut Wittig (Mainz University)

Room: 503/1-001 - Council Chamber

Lattice QCD from algorithm and machine perspectives

• Akira Ukawa (RIKEN AICS, Kobe)

Room: 503/1-001 - Council Chamber

Finite-volume methods for hadrons and their interactions in lattice QCD

• Sinya Aoki (Tsukuba University)

Room: 503/1-001 - Council Chamber

Noise, Statistics and Sign Problems

• David Kaplan (Washington University, Seattle)

Room: 503/1-001 - Council Chamber

Conformal field theory

• Gerhard Mack (DESY, Hamburg)

Room: 503/1-001 - Council Chamber

On mountains and in quantum fields

• Peter Weisz (Max Plank Institute, Munich)

Room: 503/1-001 - Council Chamber