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- W346565341 abstract "The boundary of a DoCarmo-Wallach moduli space parametrizing (har- monic) eigenmaps between spheres or spherical minimal immersions carries a natu- ral stratification. In this paper we study the critical points of the distance function on the boundary strata. We show that the critical points provide a natural gener- alization of eigenmaps with L 2 -orthonormal components. We also point out that many classical examples of eigenmaps correspond to critical points. MSC 2000: 53C42, 58E20" @default.
- W346565341 created "2016-06-24" @default.
- W346565341 creator A5029114692 @default.
- W346565341 date "2004-01-01" @default.
- W346565341 modified "2023-09-27" @default.
- W346565341 title "Critical Points of the Distance Function on the Moduli Space for Spherical Eigenmaps and Minimal Immersions" @default.
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