Microsoft Teams, Online seminar
(線上演講 微軟 共同作業軟體)
Stable Minimal Hypersurfaces in $\R^{N+1+\ell}$ with Singular Set an Arbitrary Closed $K\subset\{0\}\times\R^{\ell}$.
Leon Simon (Stanford University)
Abstract:
With respect to a 
metric which is close to the standard Euclidean metric on 
where 
and 
are given, we construct a class of embedded %24&chf=bg,s,333333&chco=ffffff)
-dimensional hypersurfaces (without boundary) which are minimal and strictly stable, and which have singular set equal to an arbitrary preassigned closed subset 
.
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