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Infinitesimal Conformal Transformations in the Riemannian Space of the Second Approximation for a Space of Non-zero Constant Curvature

机译:对非零恒定曲率空间的第二近似的riemannian空间中的无限剖面变换

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For the Riemannian space V_n, the invariantly associated with V_n space V_n~2 is constructed, which implements a second order approximation for V_n. We studied conformal transformations when the original space is a space of non-zero constant curvature.
机译:对于riemannian空间V_N,构造了与V_N空间V_N〜2的不变性相关联,这实现了v_n的二阶近似。当原始空间是非零恒定曲率的空间时,我们研究了保形变换。

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