activity
20172020
most citedHyper-positive definite functions II: A complete study of branching-Toeplitz operators

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.PR2020

On a class of random sets of positive integers

Yong Han, Yanqi Qiu, Zipeng Wang

In this note, we study a class of random subsets of positive integers induced by Bernoulli random variables. We obtain sufficient conditions such that the random set is almost sure…

math.FA2020

Toeplitz operators between distinct Bergman spaces

Siyu Wang, Zipeng Wang

For , let be the standard weight on the unit disk. In this note, we provide descriptions of the boundedness and compactness for the Toeplitz…

math.FA20201 cited

Hyper-positive definite functions II: A complete study of branching-Toeplitz operators

Yanqi Qiu, Zipeng Wang

We introduce and give a more or less complete study of a family of branching-Toeplitz operators on the Hilbert space indexed by a rooted homogeneous tree of deg…

math.PR2019

Hyper-positive definite functions I: scalar case, branching-type stationary stochastic processes

Yanqi Qiu, Zipeng Wang

We propose a definition of branching-type stationary stochastic processes on rooted trees and related definitions of hyper-positivity for functions on the unit circle and functions…

q-bio.PE2019

Control of ecological outcomes through deliberate parameter changes in a model of the gut microbiome

Zipeng Wang, Eric W. Jones, Joshua M. Mueller +1

The generalized Lotka-Volterra (gLV) equations are a mathematical proxy for ecological dynamics. We focus on a gLV model of the gut microbiome, in which the evolution of the gut mi…

math.CA2017

On the Controllability of Lagrangian Systems by Active Constraints

Alberto Bressan, Zipeng Wang

We consider a mechanical system which is controlled by means of moving constraints. Namely, we assume that some of the coordinates can be directly assigned as functions of time by…