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Riemannian geometry

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Riemannian geometry is a branch of mathematics, first defined by Bernhard Riemann in the nineteenth century, which gives a way of describing the geometry of multidimensional objects. It was used by Einstein to describe the geometry of space-time; his Theory of General Relativity would have been impossible without it. (TNG: "The Nth Degree")

Wesley Crusher studied a Riemannian tensor field in Ten Forward in 2366. (TNG: "The Vengeance Factor")

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