Stability of holomorphically-parallelizable manifolds
Daniele Angella, Adriano Tomassini
TL;DR
This paper establishes a stability theorem for families of holomorphically-parallelizable manifolds within the Hermitian category, enhancing understanding of their geometric properties under deformation.
Contribution
It provides the first stability result specifically for holomorphically-parallelizable manifolds in the Hermitian setting.
Findings
Stability of holomorphically-parallelizable manifolds proven
Results applicable to deformation theory of complex manifolds
Advances understanding of geometric stability in Hermitian geometry
Abstract
We prove a stability theorem for families of holomorphically-parallelizable manifolds in the category of Hermitian manifolds.
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