Bo Wang

collaborators

2 papers

math.CO2024

Newton polytopes of dual $k$ -Schur polynomials

Bo Wang, Candice X. T. Zhang, Zhong-Xue Zhang

Rado's theorem about permutahedra and dominance order on partitions reveals that each Schur polynomial is M-convex, or equivalently, it has a saturated Newton polytope and this pol…

math.CO2023

Interlacing property of a family of generating polynomials over Dyck paths

Bo Wang, Candice X. T. Zhang

In the study of a tantalizing symmetry on Catalan objects, Bóna et al. introduced a family of polynomials ${W_{n, k} (x)}_{n \geq k \geq 0}$ defined by \begin{align*} W_{n,k}(x)=\sum…

Newton polytopes of dual k-Schur polynomials

Interlacing property of a family of generating polynomials over Dyck paths

Newton polytopes of dual $k$ -Schur polynomials