ON THE HIGHER DERIVATIVES AT THE BOUNDARY IN CONFORMAL MAPPINGf

@inproceedings{2010ONTH,
title={ON THE HIGHER DERIVATIVES AT THE BOUNDARY IN CONFORMAL MAPPINGf},
author={},
year={2010}
}

Published 2010

exists for unrestricted approach in |z| gl, z^Zi, and in addition the conditions under which/'(z) is continuous at each point of an arc of \z\ =1. In the present paper we consider the corresponding questions for the higher derivatives and obtain results of similar nature, of which the following are the principal ones. Let 0(s) be an angle from the direction of the positive axis of reals to the tangent line, where 5 denotes arc length.' Let