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Riemann curvature and the Ricci tensor
Abstract In Chapter 11, we explain how curvature of spaces are described using the Riemann tensor and the Ricci tensor. These will supply the left-hand side of the Einstein equation. Geodesic deviation allows us to identify tidal forces that result from the curvature of spacetime due to gravity.Tom Lancaster, Stephen J. Blundell
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Riemann curvature tensor in nonholonomic coordinates and non-Riemannian space-times
International Journal of Theoretical Physics, 1984Der Verf. zeigt, wie man den Riemann-Tensor (auch für Räume mit Torsion) konstruieren kann, indem man das Mitschleppen des (eventuell anholonomen) Koordinatensystems durch zwei nichtparallele Vektorfelder untersucht.
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Equations of the de Broglie Wave Field and Their Relationship to Riemann's Curvature Tensor
Journal of Mathematical Physics, 1970The equations of the de Broglie wave field (field equations) [J. Kulhanek, Nuovo Cimento Supp. 4, 172 (1966)] under special conditions require a very particular geometry together with a specific interpretation of the curvature scalar. The purpose of the present paper is to show that the same condition turns the conservation law (which is a consequence ...
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New black hole solutions of Einstein field equations and their Riemann curvature tensors
Modern Physics Letters A, 2015Here, we are going to discuss some new cases of cylindrically symmetric black hole solutions of Einstein field equations (EFEs). These are new solutions which we have not seen in the literature. We also listed their Riemann curvature tensors.
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Parallel convolutional processing using an integrated photonic tensor core
Nature, 2021Johannes Feldmann, Nathan Youngblood
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Tensor lattice field theory for renormalization and quantum computing
Reviews of Modern Physics, 2022Yannick Meurice +2 more
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Third-order nonlinear Hall effect induced by the Berry-connection polarizability tensor
Nature Nanotechnology, 2021Shen Lai, Huiying Liu, Zhaowei Zhang
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