Some minimal hypersurfaces in the ($n+1$)-space with $2m$-norm
Makoto Sakaki, Ryota Tanaka

TL;DR
This paper investigates specific classes of minimal hypersurfaces in higher-dimensional spaces equipped with a $2m$-norm, focusing on translation and separable types.
Contribution
It introduces new results on the structure and properties of translation and separable minimal hypersurfaces in spaces with $2m$-norm.
Findings
Characterization of translation minimal hypersurfaces
Classification of separable minimal hypersurfaces
Insights into geometric properties under $2m$-norm
Abstract
We study translation minimal hypersurfaces and separable minimal hypersurfaces in the ()-space with -norm.
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Holomorphic and Operator Theory · Mathematics and Applications
