On the stability of minimal submanifolds in conformal spheres

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Author
Franz, Giada
Trinca, Federico
Date
2022-11-02
Type
    Working Paper
Abstract
Given an n-dimensional Riemannian sphere conformal to the round one and δ-pinched, we show that it does not contain any closed stable minimal submanifold of dimension 2≤k≤n−δ−1.
Publication status
published
External links
Journal / series
arXiv
Pages / Article No.
2211.01106
Publisher
Cornell University
Organisational unit
09582 - Carlotto, Alessandro (ehemalig) / Carlotto, Alessandro (former)  
Funding
947923 - CHallenges in ANalysis and GEometry, between mean and scalar curvature (EC)
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