Fangqin Ye

activity

20152021

collaborators

4 papers

math.CV2021

Interpolating sequences for some subsets of analytic Besov type spaces

Ruishen Qian, Fangqin Ye

Let $B_{p} (s)$ be an analytic Besov type space. Let $M (B_{p} (s))$ be the class of multipliers of $B_{p} (s)$ and let $F (p, p - 2, s)$ be the Möbius invariant subspace generated by $B_{p} (s)$ .…

math.CV2018

An inequality associated with $Q_{p}$ functions

Guanlong Bao, Fangqin Ye

The Möbius invariant space $Q_{p}$ , $0 < p < \infty$ , consists of functions $f$ which are analytic in the open unit disk $D$ with $$ \|f\|_{\mathcal{Q}_p}=|f(0)|+\sup_…

math.CV2018

A problem for Hankel measures on Hardy space

Guanlong Bao, Fangqin Ye

In this note, we investigate a condition related to the characterization of Hankel measures on Hardy space. We address a problem mentioned by J. Xiao in 2000.

math.CV2015

The pseudoanalytic extensions for some spaces of analytic functions

Guanlong Bao, Hasi Wulan, Fangqin Ye

Using the Cauchy-Riemann operator, we characterize $Q_{K}$ spaces, Besov spaces and analytic Morrey spaces in terms of pseudoanalytic extensions of primitive functions. Our results a…

Interpolating sequences for some subsets of analytic Besov type spaces

An inequality associated with Qp​ functions

A problem for Hankel measures on Hardy space

The pseudoanalytic extensions for some spaces of analytic functions

An inequality associated with $Q_{p}$ functions