** Integrability in Condensed Matter Physics and Quantum Field Theory**

#### Integrable sigma models at RG fixed points: quantisation as affine Gaudin models

#### by Jörg Teschner (DESY)

#### Reflection relations and singular vectors

#### by Fedor Smirnov (Université Pierre et Marie Curie)

#### Constructing perturbative long-range deformations of spin chains

#### by Ana Retore (Durham University)

#### Perturbative expansion of energy densities in integrable models: the full analytic trans-series

#### by Zoltan Bajnok (Wigner Institute)

#### Snake Modules, Extended T-Systems and

#### Correlation Functions for higher rank

#### by Henrik Juergens (University of Wuppertal)

#### Constant mean curvature embeddings and the Fateev model IQFT

#### by Gleb Kotoousov (Leibniz University Hannover)

#### Topological gauging and non-relevant deformations of Quantum Field Theories

#### by Stefano Negro (NYU)

#### Factorization of density matrices for the critical RSOS models

#### by Holger Frahm (Leibniz University Hannover)

#### Towards a mathematical theory of the ODE/IM correspondence

#### by Davide Masoero (University of Lisbon)

#### Algebraic Bethe ansatz for the open XXZ spin chain with non-diagonal boundary terms via *Uqsl2* symmetry

#### by Dmitry Chernyak (ENS Paris)

#### On the influence of boundary conditions on the critical behaviour

#### of the staggered six-vertex model

#### by Sascha Gehrmann (Leibniz University Hannover)

#### Thermal form factor series for dynamical two-point fonctions

#### of local operators in itgble quantum chains

#### by Frank Goehmann (University of Wuppertal)

#### Analytical solutions of Dirac-Bogoliubov-de Gennes equation for

#### inhomogeneous quantum many-body systems

#### by Per Moosavi (ETH Zurich)

#### Selberg-Dyson integral and aspects of quantum geometry

#### by Pavel Wiegmann (University of Chicago)

#### Separation of variables and correlation functions from spin chains to CFT

#### Fedor Levkovich-Maslyuk (IPhT Saclay)

#### Fusion products and finite-dimensional quotients for

#### periodic Temperley-Lieb algebras

#### by Alexi Morin-Duchesne (Ghent University)

#### Nonthermal electronic orders in photo-doped Mott systems

#### by Philipp Werner (University of Fribourg)