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Geometric Properties of Surfaces and Hypersurfaces by 黃薪儒 is a document available to read on EtoBox.

What is Geometric Properties of Surfaces and Hypersurfaces about?

The document presents four mathematical problems related to geometry and topology. These problems involve proving properties of surfaces and hypersurfaces, such as Gaussian curvature, intersection of minimal hypersurfaces, and conditions for a compact closed hypersurface to be an n-sphere. Additionally, it discusses the independence of certain values in the context of Lie groups and symplectic forms.

Author

黃薪儒

Language

EN