Geometric generalizations in Kresin-Maz'ya Sharp Real-Part Theorems

TL;DR

This paper extends sharp geometric estimates related to the Kresin-Maz'ya real-part theorems, broadening their applicability to new cases with improved bounds.

Contribution

It provides new geometric generalizations of existing sharp estimates in the Kresin-Maz'ya theorems, expanding their scope.

Findings

Extended sharp estimates to new geometric cases

Broadened applicability of Kresin-Maz'ya theorems

Improved bounds in real-part theorems

Abstract

In the present article we give geometric generalizations of the estimates from Chapters 5,6,7 from \cite{krem:gnus}, while extending their sharpness to new cases.