Hypergeometry, Integrability and Lie Theory

Erik Koelink, Radbound Universiteit, Nijmengen, The Netherlands.Stefan Kolb, Newcastle University, Newcastle Upon Tyne, United Kingdom.Nicolai Reshetikhin, and Bart Vlaar, Max Planck Institute for Mathematics, Bonn, Germany.

• P. Etingof and D. Kazhdan, Characteristic functions of $p$-adic integral operatorsA. Gabrali and P. Zinn-Justin, Shuffle algebras, lattice paths and the commuting schemeS. Kolb, The bar involution for quantum symmetric pairs - hidden in plain sightT. H. Koornwinder, Charting the $q$-Askey schemeE. M. Rains, Filtered deformations of elliptic algebrasV. Regelskis and B. Vlaar, Pseudo-symmetric pairs for Kac-Moody algebrasN. Reshetikhin and J. V. Stokman, Asymptotic boundary KZB operators and quantum Calogero-Moser spin chainsM. Rosler and M. Voit, Elementary symmetric polynomials and martingales for Heckman-Opdam processesV. Schomerus, Conformal hypergeometry and integrabilityA. Varchenko, Determinant of $\mathbb{F}_p$-hypergeometric solutions under ample reductionA. Varchenko, Notes on solutions of KZ equations modulo $p^s$ and $p$-adic limit $s\to\infty$ (with an appendix by Steven Sperber and Alexander Varchenko).