Entire unbounded constant mean curvature Killing graphs

TL;DR

This paper establishes conditions under which entire unbounded constant mean curvature Killing graphs must be slices, contributing to the understanding of geometric structures in differential geometry.

Contribution

It introduces new criteria for identifying when unbounded constant mean curvature Killing graphs are necessarily slices, advancing geometric analysis.

Findings

Identified conditions ensuring graphs are slices

Extended understanding of unbounded constant mean curvature graphs

Provided theoretical framework for geometric classification

Abstract

In this paper, we provided conditions for an entire constant mean curvature Killing graph lying inside a possible unbounded region to be necessarily a slice.