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305 results
... Metric Tensor and equations 32:22 Interstellar and time and space twisting 33:32 The Riemann tensor 37:45 A physical theory ...
698,878 views
7 months ago
General Relativity & curved space time: Visualization of Christoffel symbols, Riemann curvature tensor, and all the terms in ...
918,765 views
6 years ago
Lecture 17 on General Relativity. This lecture covers: (1) intrinsic versus extrinsic curvature; and (2) the Riemann tensor derived ...
11,608 views
5 years ago
... coordinate change Relative invariant Relative tensor Repeated index Ricci tensor Riemann space Riemann–Christoffel tensor ...
300,677 views
10 years ago
Variants on the Riemann curvature tensor: the Ricci tensor and Ricci scalar, both obtained by taking traces of the Riemann ...
11,738 views
3 years ago
Lecture 19 on General Relativity. This lecture covers: (1) Riemann normal coordinates; (2) symmetries of the Riemann tensor; ...
3,987 views
Lecture 18 on General Relativity. This lecture covers: (1) a review of tensors and covariant derivatives; (2) tensor equations and ...
1,624 views
598,688 views
At our fourth conference EU2015: Paths of Discovery, Stephen Crothers re-examined the renown General Theory of Relativity.
80,384 views
8 years ago
... described by the Riemann tensor (a 4 index tensor with 20 independent components). License: Creative Commons BY-NC-SA ...
19,828 views
Renowned theoretical physicist Sean Carroll joins us to discuss his new book "The Biggest Ideas in The Universe: Time, Space ...
54,215 views
1 year ago
Reuploaded to fix an error.
176,940 views
The Einstein curvature tensor, a variation on the Ricci curvature, defined so that it has vanishing covariant divergence.Using this ...
41,115 views
2023 Annual Ford Lecture in Physics "Secrets of Einstein's Equation" Sean Carroll October 20, 2023 Rackham Amphitheater.
57,523 views
Discussion of a second notion of transport, 'Lie' transport, and the associated Lie derivative.Use of this derivative to discuss ...
22,808 views
Lecture 8 on General Relativity. This lecture covers: (1) the covariant derivative of a vector field as a type 1-1 tensor; (2) the outer ...
4,983 views
HARVARD SCIENCE BOOK TALKS The most trusted explainer of the most mind-boggling concepts pulls back the veil of mystery ...
47,280 views
Riemannian Geometry is the study of curved spaces. It is a powerful tool for taking local information to deduce global results, with ...
18,467 views
2 years ago
John W. Moffat ist ein in Dänemark geborener britisch-kanadischer Physiker, der für seine Theorien zur modifizierten ...
21,221 views
This is the fifth episode of the RH Saga. We consider various operations with L-functions as input and/or output. There are binary ...
15,533 views
9 months ago