Some properties of fundamental bipoint tensor
N. Bokan (1971)
Matematički Vesnik
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Displaying similar documents to “On Subspaces of Riemann-Otsuki Space”
Some properties of fundamental bipoint tensor
Exact relations for composites: Towards a complete solution.
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Some first integrals of differential equations of motion of a mechanical system.
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Riemann compatible tensors
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Derdziński and Shen's theorem on the restrictions on the Riemann tensor imposed by existence of a Codazzi tensor holds more generally when a Riemann compatible tensor exists. Several properties are shown to remain valid in this broader setting. Riemann compatibility is equivalent to the Bianchi identity for a new "Codazzi deviation tensor", with a geometric significance. The above general properties are studied, with their implications on Pontryagin forms. Examples are given of manifolds...
Scalar differential concomitants of the second order of the metrical tensor in three-dimensional Riemann spaces
M. Lorens (1970)
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