Journal of Mathematical Techniques and Computational Mathematics(JMTCM)
ISSN: 2834-7706 | DOI: 10.33140/JMTCM
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Analogue of Köebe’s and Bieberbach’s Theorems in a Class of Locally Quasi-Conformal Maps
Abstract
Rufin EYELANGOLI OKANDZE and Brayker Tendresse KALOUHOHIKO
In this work, an analogue of Köebe’s and Bieberbach’s theorems has been proposed for a class of locally quasi-conformal maps defined on the open unit disc �??= {z ∈ C : |z| < 1}.