Brendon Rhoades

The polytope of Tesler matrices

We introduce the Tesler polytope

Evidence for parking conjectures

\mathsf {Tes}_n(\mathbf{a})

Kazhdan–Lusztig immanants and products of matrix minors, II

Tesn(a), whose integer points are the Tesler matrices of size n with hook sums

Hall-Littlewood polynomials and Hecke action on ordered set partitions

a_1,a_2,\ldots ,a_n \in \mathbb {Z}_{\ge 0}

Promotion and cyclic sieving via webs

a1,a2,…,an∈Z≥0. We show that