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| Paper IPM / M / 17155 |
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| Abstract: | |
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In this paper, we study conformal transformations in Finsler manifolds. Let (M,g) be a Finsler manifold. Suppose that F admits a conformal transformation that is concircular.
We characterize a Finsler manifold admitting a conformal transformation such that the difference of the two Ricci tensors is a constant multiple of the metric. Furthermore, we find some results on Finsler manifolds with constant flag curvature admiting a special conformal transformation.
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