Projects first funding period 2016-19
Non-Abelian Anyons (H. Frahm, J. Sirker)
Dynamical correlation functions of integrable quantum systems (M. Karbach, J. Sirker)
Efficient thermodynamics for strongly correlated fermions and bosons (A. Klümper, H. Frahm)
Equal-time correlation functions of integrable lattice models (F. Göhmann, H. Boos)
Lattice approach to integrable quantum field theories and applications (H. Boos, F. Göhmann)
Spin chains and vertex models based on superalgebras (H. Frahm, A. Klümper)
Transport properties of integrable quantum systems (A. Klümper, J. Sirker)
Projects second funding period 2019-22
Dynamical correlation functions of the XXZ model (F. Göhmann, M. Karbach)
Efficient thermodynamics for strongly correlated fermions and bosons (A. Klümper, H. Frahm)
Correlation functions of integrable lattice models and quantum field theories. The higher-rank case (H. Boos, F. Göhmann)
Spin chains and vertex models based on superalgebras (H. Frahm, A. Klümper)
Transport properties of integrable quantum systems (A. Klümper, J. Sirker)
Relaxation dynamics following a quench in integrable and almost integrable quantum chains (J. Sirker, A. Klümper)
Impurities and disorder in nearly integrable models (I. Schneider, M. Karbach)
