| Title | Speaker | Slides | Video |
|---|---|---|---|
| Involutive groups from graphs | Ben Adenbaum | mp4 | |
| Modular relations between chromatic symmetric functions | Farid Aliniaeifard | ||
| Stirling representations and Koszul algebras with symmetry | Ayah Almousa | mp4 | |
| Kráskiewicz–Hecke insertion, a type B analogue to Hecke insertion | Joshua Arroyo | mp4 | |
| Simplicial complexes from graphs | Margaret Bayer | ||
| Recent advances in pursuit-evasion games on graphs | Robert Bell | ||
| A poset of lattice path matroids | Carolina Benedetti | ||
| Existence and hardness of conveyor belts | Sara Billey | ||
| Polynomial generalized permutation classes | Saúl A. Blanco | ||
| Facets of symmetric edge polytopes: Maximizing families and experimental results | Benjamin Braun | ||
| Graphs, stable permutations, and Cuntz algebra automorphisms | Francesco Brenti | ||
| About permutations matrices | Richard Brualdi | ||
| New frontiers in combinatorial algebraic geometry: nearly toric Schubert varieties | Mahir Bilen Can | mp4 | |
| Log-concavity, cross product conjectures, and FKG inequalities in order theory | Swee Hong Chan | ||
| Multiplying quantum Schubert polynomials using combinatorics | Laura Colmenarejo | ||
| Colored Schur-like bases and generalizations of the symmetric functions | Spencer Daugherty | mp4 | |
| Kirchhoff polynomials and bipermutohedra | Graham Denham | ||
| On the f-vector of flow polytopes for complete graphs | William Dugan | mp4 | |
| Descents on quasi-Stirling permutations | Sergi Elizalde | ||
| Graph theoretical tools for DNA self-assembly | Jo Ellis–Monaghan | ||
| A new shifted Littlewood–Richardson rule | Santiago Estupiñán | mp4 | |
| Parabolic Tamari lattice of type B and more | Wenjie Fang | ||
| Twisting (and braiding?) open positroid varieties | Chris Fraser | ||
| Counting neighborhood-restricted graphs | Ira Gessel | ||
| Balanced weights on trees and boundary classes ofstable curves | Maria Gillespie | mp4 | |
| Column-convex {0,1}-matrices, consecutive coordinate polytopes and flow polytopes | Rafael S. González D'León | ||
| Permutations without non-reduced co-BPDs | Adam Daniel Gregory | mp4 | |
| Box-ball systems and Robinson–Schensted–Knuth tableaux | Emily Gunawan | ||
| Flattened Stirling permutations and type B set partitions | Kimberly Harry | ||
| Standard monomials and Gröbner bases of positroid varieties | Daoji Huang | ||
| Rank polynomials of fence posets are unimodal | Ezgi Kantarcı Oğuz | ||
| Polynomials and DP-colorings of graphs | Hemanshu Kaul | ||
| Super FiboCatalan numbers and their Lucas analogues | Kendra Killpatrick | mp4 | |
| Counting tangled labelings | Jamie Kimble | mp4 | |
| Proofs of Borwein Conjectures | Christian Krattenthaler | ||
| Maximal chain descent orders | Stephen Lacina | ||
| Homomesy on permutations | Nadia Lafrenière | ||
| Enriched toric [D]-partitions | Jinting Liang | ||
| Quasisymmetric Macdonald polynomials | Sarah Mason | ||
| Counting admissible orderings of a pinnacle set | Quinn Minnich | ||
| Lattice walk enumeration: analytic, algebraic and geometric aspects | Marni Mishna | ||
| The Newton polytope and Lorentzian property of chromatic symmetric functions | Alejandro H. Morales | ||
| Kneser graphs are Hamiltonian | Torsten Mütze | ||
| Laurent polynomials from the super Ptolemy relation | Nicholas Ovenhouse | ||
| Polynomials from Schubert calculus via diagrams | Jianping Pan | mp4 | |
| Hook formulas for skew shapes and beyond | Greta Panova | ||
| Generalized parking function and three-dimensional Lindström–Gessel–Viennot Lemma | GaYee Park | mp4 | |
| Web invariants for noncrossing partitions | Rebecca Patrias | mp4 | |
| What is the degree of a Grothendieck polynomial? | Oliver Pechenik | ||
| Singularities of regular Hessenberg varieties | Martha Precup | ||
| A Pentagonal Number Theorem for tribone tilings | James Propp | ||
| Pattern-avoiding parking functions | Lara Pudwell | ||
| Conjectures on cohomology of Grassmanians | Victor Reiner | ||
| Superspace, Vandermondes, and representations | Brendon Rhoades | ||
| Catelnuovo–Mumford regularity and excited Young diagrams | Colleen Robichaux | mp4 | |
| An action-packed introduction to homomesy | Tom Roby | ||
| Gallai and transitive colorings | Yuval Roichman | mp4 | |
| Schur generating functions and the asymptotics of structural constants from
combinatorial representation theory |
Mercedes Rosas | ||
| Left regular bands of groups and Mantaci–Reutenauer algebras | Franco Saliola | ||
| Higher Specht bases, tableaux bijections, and Hessenberg varieties | Kyle Salois | mp4 | |
| Double orthodontia formulas and Lascoux positivity | Linus Setiabrata | mp4 | |
| Electroid varieties | Mia Smith | ||
| Coefficientwise Hankel-total positivity in enumerative combinatorics | Alan Sokal | mp4 | |
| The Kromatic symmetric function | Sophie Spirkl | ||
| Two analogues of Pascal's Triangle | Richard P. Stanley | ||
| Towards a Pósa–Seymour conjecture for hypergraphs | Maya Stein | ||
| Permutations, moments, measures | Einar Steingrímsson | ||
| Representations from matrix varieties and filtered RSK | Ada Stelzer | mp4 | |
| A valuation problem for strict partitions – and where it comes from | Volker Strehl | ||
| Promotion, rotation, and web invariant polynomials | Jessica Striker | ||
| DUSTPAN distributions as limit laws for Mahonian statistics on forests | Joshua P. Swanson | ||
| Concepts of dimension for convex geometries | William T. Trotter | mp4 | |
| New generalizations of the Foulkes Conjecture on q-binomial coefficients | Justin Troyka | mp4 | |
| The e-positivity of chromatic symmetric functions | Stephanie van Willigenburg | ||
| Generalized parking function polytopes | Andrés R. Vindas–Meléndez | mp4 | |
| Spherical Heronian frieze patterns | Katie Waddle | ||
| Pop, crackle, snap (and pow): some facets of shards | Nathan Williams | mp4 | |
| A diagram-like basis for the multipartition algebra | Alex Wilson | ||
| Leading all the way | Peter Winkler | ppt | mp4 |
| G-cyclic orders and flow polytopes | Martha Yip | mp4 | |
| Plethysm and the algebra of uniform block permutations | Mike Zabrocki |