On Bloch's Theorem for Heat Maps

Abstract

In this paper we give a proof via the contraction mapping principle of a Bloch-type theorem for normalised Bochner-Takahashi $K$-mappings, which are solutions to equations of the form $Lu=0$, where $L$ is the heat operator.

Every criticism is welcome. The ideas presented here are a refinement (and an improvement) of those presented in "On Bloch's theorem and the contraction mapping principle" arxiv:1702.01080v3

References in corpus (1)

• On Bloch's Theorem and the contraction mapping principle