Explore the intricacies of the Riemann tensor in this graduate-level lecture from the Warsaw4PhD and GeoPlanet PhD schools' Autumn/Winter 2023-2024 semester. Delivered by Mikołaj Korzyński from the Center for Theoretical Physics, Polish Academy of Sciences, the lecture covers three main topics: Christoffel symbols and geodesics in the Newtonian approximation, the Riemann tensor of a 2-sphere, and the Riemann tensor in Rindler's accelerating spacetime. Gain a deeper understanding of these advanced concepts in theoretical physics over the course of just over an hour.
Overview
Syllabus
00:00- Christoffels, geodesics in the Newtonian approximation
18:56- Riemann tensor of a 2-sphere
40:40-_48 Riemann in the Rindler’s accelerating spacetime
Taught by
Centrum Fizyki Teoretycznej PAN
Related Courses
-
Christoffel Symbols, Curvature, and Riemann Tensor - Lecture 8
-
Levi-Civita Connection, Christoffel Symbols, and Geodesics - Lecture 7
-
Christoffel Symbols, Linearized Gravity, and Newtonian Approximation - Lecture 11
-
Riemann Tensor, Geodesic Deviation Equation, and Einstein Equations - Lecture 10
-
Schwarzschild Metric in General Relativity - Lecture 15
-
Coordinate Transformations, Connection, and Pseudo-Riemannian Manifolds - Lecture 6
