A. Ersin Üreyen

most cited

H

-Harmonic Bergman Projection on the Hyperbolic Ball

6 citations · 6 across the 2 of their papers we have counts for

collaborators

2 papers

math.CV2023

Harmonic Bloch Space on the Real Hyperbolic Ball

A. Ersin Ureyen

We study the Bloch and the little Bloch spaces of harmonic functions on the real hyperbolic ball. We show that the Bergman projections from $L^{\infty} (B)$ to $B$ , a…

math.CV2022★ 6 cited

$H$ -Harmonic Bergman Projection on the Hyperbolic Ball

A. Ersin Üreyen

We determine precisely when the Bergman projection $P_{β}$ is bound\-ed from Lebesgue spaces $L_{α}^{p}$ to weighted Bergman spaces $B_{α}^{p}$ of $H$ -harmonic functions on…

Harmonic Bloch Space on the Real Hyperbolic Ball

H-Harmonic Bergman Projection on the Hyperbolic Ball

$H$ -Harmonic Bergman Projection on the Hyperbolic Ball