Uniqueness Part of Schwarz Lemma for Driving Point Impedance Functions

Abstract

In this paper, a boundary version of the uniqueness part of the Schwarz lemma for driving point impedance functions has been investigated. Also, more general results have been obtained for a different version of the Burns-Krantz uniqueness theorem. In these results, as different from the Burns-Krantz theorem, only the boundary points have been used as the conditions on the function. Also, more general
majorants will be taken instead of power majorants in (1:1)