JP Journal of Geometry and Topology
Volume 6, Issue 2, Pages 227 - 236
(July 2006)
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ON INDICATORY RIEMANNIAN SPACES DEFINED BY TENSORS OF (0, r) -TYPE
Shôji Watanabe (Japan) and Fumio Ikeda (Japan)
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Abstract:
The indicatory property plays an important role in the study of Finsler spaces. But the study like this is not yet tried in Riemannian space. In the present paper, we shall deal with indicatory Riemannian spaces and generalize the results of the previous paper [2]. |
| Keywords and phrases: indicatory Riemannian space, tensors of (0, 2)-, (0, 3)- and (0, 4)-type. |
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