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🆕 Date Issued:
2002-10-18
🗄 Date Available:2022-05-11
Research Paper

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Non-closed minimal hypersurfaces of $S^4(1)$ with identically zero Gauss-Kronecker curvature

Lusala, Tsasa

Inst. Mathematik

We give a partial local description of minimal hypersurfaces $M^3$ with identically zero Gau\ss-Kronecker curvature function in the unit $4$-sphere $S^4{1}$, without assumption on the compactness of $M^3$.
minimal hypersurfaces in spheresisoparametric hypersurfacesidentically zero Gauss-Kronecker curvaturenowhere zero second fundamental form
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