Spherically Supported Property and the Exterior Sphere Condition with Infinite Radius
Chadi Nour
TL;DR
This paper explores the spherically supported property and its relation to the exterior sphere condition with infinite radius, providing new characterizations and a simplified proof of key results.
Contribution
It introduces new characterizations of the spherically supported property and offers a more direct proof of existing main results.
Findings
New characterizations of the spherically supported property
Simplified proof of the main result from previous work
Enhanced understanding of the exterior sphere condition with infinite radius
Abstract
We present several new characterizations of the spherically supported geometric property introduced in [19], emphasizing its connection with the exterior sphere condition with infinite radius. Moreover, we strengthen and provide a more direct and simpler proof of the main result established in [19].
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Holomorphic and Operator Theory · Advanced Differential Geometry Research