activity
20052026
most citedA unified approach to polynomial sequences with only real zeros

114 citations · 433 across the 17 of their papers we have counts for

collaborators

17 papers

math.FA2026

On the Schur-Agler Norm

Michael Hartz, Yi Wang

We establish a new description of the Schur-Agler norm of a holomorphic function on the polydisc as the solution of a convex optimization problem. Consequences of this description…

math.FA2025

Operator Models via Compact Embedding

Dexie Lin, Yi Wang

In this paper, we extend several function-theoretic and geometric constructions to the realm of multi-variable operator theory. A commuting tuple of bounded linear operators on a H…

math.CO2021

Yet another criterion for the total positivity of Riordan arrays

Jianxi Mao, Lili Mu, Yi Wang

Let be a Riordan array, where and . We show that if the matrix \begin{equation*} \left[\begin{array}…

math.CO2019★ 4 cited

The converse of Weyl's eigenvalue inequality

Yi Wang, Sainan Zheng

We establish the converse of Weyl's eigenvalue inequality for additive Hermitian perturbations of a Hermitian matrix.

math.CO2019★ 1 cited

Inertia indices and eigenvalue inequalities for Hermitian matrices

Sai-Nan Zheng, Xi Chen, Lily Li Liu +1

We present a characterization of eigenvalue inequalities between two Hermitian matrices by means of inertia indices. As applications, we deal with some classical eigenvalue inequal…

math.CO2016

Log-convex and Stieltjes moment sequences

Yi Wang, Bao-Xuan Zhu

We show that Stieltjes moment sequences are infinitely log-convex, which parallels a famous result that (finite) Pólya frequency sequences are infinitely log-concave. We introduce…