Framable submanifold: Difference between revisions
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Latest revision as of 19:40, 18 May 2008
Template:Differential submanifold property
Definition
A submanifold of a differential manifold is termed framable if it satisfies the following equivalent conditions:
- The normal bundle to the submanifold inside the manifold is a trivial vector bundle
- There exists a framing of the submanifold; in other words, it can be given the structure of a framed submanifold