Curvature of submanifolds in point Finsler spaces
A point Finsler space is one in which vectors are defined at points and not at line-elements. We construct a curvature for submanifolds in these spaces endowed with a connection, and we show that this is a generalization of the Gauss curvature from Riemannian geometry.
KeywordsGauss Curvature Fundamental Function Finsler Space Affine Connection Cartan Connection
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