Conformal curvature tensors in a generalized Riemannian space in Eisenhart sense
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In the present paper generalizations of conformal curvature tensor from Riemannian space are given for five independent curvature tensors in generalized Riemannian space (GRN ), i.e. when the basic tensor is non-symmetric. In earlier works of S. Mincic and M. Zlatanovic et al a special case has been investigated, that is the case when in the conformal transformation the torsion remains invariant (equitorsion transformation). In the present paper this condition is not supposed and for that reason the results are more general and new.
1986 ◽
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pp. 218-225
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2016 ◽
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pp. 35-53
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pp. 857-874
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2018 ◽
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pp. 255
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pp. 1650079
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