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- Title
THE GROWTH OF GRADIENTS OF QC-MAPPINGS IN n-DIMENSIONAL EUCLIDEAN SPACE WITH BOUNDED LAPLACIAN.
- Authors
MUTAVDŽIĆ, NIKOLA
- Abstract
Here we review M. Mateljević's article [9], with some novelities. We focus on mappings between smooth domains which have bounded Laplacian. As an application, if these mappings are quasiconformal, we obtain some results on the behavior of their partial derivatives on the boundary. In the last part of this article, we announce one new result of the author of [?], which has been recently presented on Belgrade Seminary of Complex Analysis.
- Subjects
QUASICONFORMAL mappings; HARMONIC maps
- Publication
Kragujevac Journal of Mathematics, 2023, Vol 47, Issue 7, p1029
- ISSN
1450-9628
- Publication type
Article
- DOI
10.46793/KgJMat2307.1029M