Once again, we enjoyed two great lecture series, this time mostly about a structure we all appreciate very much: polynomials.
Matt BECK (San Francisco State University) introduced us to the world of "q-Ehrhart polynomials" as recently introduced by Chapoton. We were presented various versions of Brion's Theorem of point counts in lattice polytopes and fascinating new research directions. Jang-Soo KIM (Sungkyunkwan University, Suwon) developed in the second lecture series the "Combinatorics of Orthogonal Polynomials", with many examples and combinatorial counting arguments, and a nice picture with Sylvie Corteel after a great breakthrough on lecture hall tableaux.
The topics of the contributed talks are detailed in the list below. We once again very much enjoyed the atmosphere, the friendly staff, and the surrounding hills and villages.
Benjamin DEQUÊNE:
Benedek DOMBOS: Grounded partitions at level 2
David GARBER: On the Schur-positivity of set partitions
Elena HOSTER:
Aryaman JAL: Non-nesting rook placements: matroids, thin posets and log-concavity
Jihyeug JANG: Andrews-Gordon and Stanton type identities: bijective and Bailey lemma approaches
Viktória KLÁSZ: Auslander regularity and Coxeter matrices for incidence algebras of lattices
Markus KLEINAU: Quiver representations over the field with one element
Diego ROBAYO: Divisors on graphs and tropical admissible covers
Michael SCHLOSSER:
Ludovic SCHWOB:
Nicolas Allen SMOOT:
Diogo SOARES:
Eleni TZANAKI: On the bond lattice of complete bipartite graphs
Zafeirakis ZAFEIRAKOPOULOS: