Jk Auvg Rx

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In the mathematical fields of Riemannian and pseudoRiemannian geometry, the Ricci decomposition is a way of breaking up the Riemann curvature tensor of a Riemannian or pseudoRiemannian manifold into pieces with special algebraic properties This decomposition is of fundamental importance in Riemannian and pseudoRiemannian geometry. = < _ q g u c f b j \ f b n _ b w i h k _ i b s Z _ j h _ \ d h k l b \ h e h k u h j h ^ Z k h e v. K l j Z g u P _ g l j Z e v g h c b < h k l h q g h c ?.

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De krommingstensor van Riemann, kortweg krommingstensor of riemanntensor, is een belangrijk object in de differentiaalmeetkunde, de tak van de wiskunde, die gekromde oppervlakken en ruimten zoals pseudoriemannvariëteiten bestudeert De krommingstensor geeft de mate aan, waarin een oppervlak of hogerdimensionale ruimte meetkundig verschilt van een pseudo. D k ¥ è Î † Æ I Á f Ë H c ‰ x v n T „ é ò G l h < u, f c u í I Ë q p A i ` # N h Í n  D È ú k ±;. #$%&'()*!, 02$ /* 0'%$'!" 3!.

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