Complex Variables and Elliptic Equations, volume 51, issue 2, pages 119-136

Characterizations for Bloch space by Bp, qspaces in Clifford analysis

A. El-Sayed Ahmed 1
K. Gürlebeck 2
L F Reséndis 3
Luis M Tovar S 4
Publication typeJournal Article
Publication date2006-02-01
scimago Q2
SJR0.445
CiteScore2.0
Impact factor0.6
ISSN17476933, 17476941
Computational Mathematics
Applied Mathematics
Analysis
Numerical Analysis
Abstract
In this article we give the definition of Bp, q spaces of hyperholomorphic functions. Then, we characterize hypercomplex Bloch space by these Bp, q spaces. One of the main results is a general Besov-type characterization for quaternionic Bloch functions that generalizes a Stroethoff theorem. Furthermore, some important basic properties of these Bp, q spaces are also considered.
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