Union curvature of a vector field in a subspace |
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Authors: | R N Kaul |
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Institution: | (1) University of California, Berkeley, California |
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Abstract: | The differential equations of union curves on a hypersurfaceV
n immersed in a RiemannianV
n+1 have been obtained by Springer 1]. These results were generalized later for a subspace in a Riemannian space by Mishra 2].
The author 3] has defined the union curvature of a vector field with respect to a curve on a hypersurfaceV
n of a RiemannianV
n+1.
The purpose of this paper is to consider union curvature of a vector field with respect to a curve in a subspaceV
n of a RiemannianV
m.
The author is indebted to the referee for helpful suggestions. |
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Keywords: | |
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