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Riemannian manifold
(redirected from Riemannian manifolds)

   Also found in: Wikipedia 0.01 sec.
Riemannian manifold [rē′män·ē·ən ′man·ə‚fōld]
(mathematics)
A differentiable manifold where the tangent vectors about each point have an inner product so defined as to allow a generalized study of distance and orthogonality.


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For some properties of Riemannian manifolds with a semi-symmetric metric connection see also [1,4,10,16,17].
The material required to develop an approach for C1 domains on Riemannian manifolds draws on earlier work by Fabes, Jodeit, and Riviere and recent results by Mitrea and Taylor.
 
 
 
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