2 citations · 2 across the 2 of their papers we have counts for
3 papers
math.CO2024
On nu Faces of Partial Alternating Sign Matrix Polytopes
Dylan Heuer, Sara Solhjem, Jessica Striker
We define and study the -partial alternating sign matrix polytope, motivated by connections to the Chan-Robbins-Yuen polytope and the -Tamari lattice. We determine the i…
math.CO2018
Sign matrix polytopes from Young tableaux
Sara Solhjem, Jessica Striker
Motivated by the study of polytopes formed as the convex hull of permutation matrices and alternating sign matrices, we define several new families of polytopes as convex hulls of…
math.CO2016★ 2 cited
Chained permutations and alternating sign matrices - inspired by three-person chess
Dylan Heuer, Chelsey Morrow, Ben Noteboom +3
We define and enumerate two new two-parameter permutation families, namely, placements of a maximum number of non-attacking rooks on chained-together chessboards, i…