Taut Submanifolds and Foliations¶
Wiesendorf, S. (2014). Taut Submanifolds and Foliations. Journal of Differential Geometry.
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Domain-specific¶
- Taut submanifold
- A taut submanifold is a proper immersion into a complete Riemannian manifold whose path-energy function to every nonfocal endpoint is perfect against the homology of its path space over one fixed field.
This sourceOriginal research; consulted full author text for Euclidean nonfocal definition and complete-Riemannian path-energy boundary.
- A taut submanifold is a proper immersion into a complete Riemannian manifold whose path-energy function to every nonfocal endpoint is perfect against the homology of its path space over one fixed field.
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