Halfspace type theorems for self-shrinkers in arbitrary codimension
Doan The Hieu, Nguyen Thi My Duyen
TL;DR
This paper extends halfspace type theorems for self-shrinkers from codimension 1 to arbitrary codimension, broadening the understanding of their geometric properties.
Contribution
The work generalizes existing theorems for self-shrinkers to higher codimensions, providing new insights into their geometric structure.
Findings
Extended halfspace theorems to arbitrary codimension
Broadened understanding of self-shrinker geometry
Potential applications in geometric analysis
Abstract
In this paper, we generalize some halfspace type theorems for self-shrinkers of codimension 1 to the case of arbitrary codimension.
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Taxonomy
TopicsAdvanced Topics in Algebra · Finite Group Theory Research · Matrix Theory and Algorithms