Lecture2Go Catalog F.6 - Mathematik, Informatik, Naturwissenschaften Mathematik Differential geometry

Catalog

License: CC0-1.0

4372 Views

27.07.2020

Mathematik

Lecture 19: Geodesics & curvature of pseudo-Riemannian submanifolds

Dr. David Lindemann

Differential geometry, summer semester 2020, lecture 19: Geodesics & curvature of pseudo-Riemannian submanifolds

further info: https://www.math.uni-hamburg.de/home/lindemann/diffgeo_SS2020_lindemann.html

---

Here you can find the lecture video for the course "Differentialgeometry" (English: differential geometry) in the summer semester 2020. For more information, download links, additional material, exercise sheets, and possible errata see

https://www.math.uni-hamburg.de/home/lindemann/diffgeo_SS2020_lindemann.html

Share
Technical support

This video may be embedded in other websites. You must copy the embeding code and paste it in the desired location in the HTML text of a Web page. Please always include the source and point it to lecture2go!

Citation2Go

Start Defines the starting point for Citation2Go. Please click in the field to select the current time.
end Defines the end point for Citation2Go. Please click in the field to select the current time.
Citation2Go link After selecting a start and end point, this link points to the excerpt of the video.
IFrame code This IFrame is dynamically generated and contains the portion of this video that you selected using the start and end points defined above.

Technical support

Please click on the link bellow and then fill out the required fields to contact our Support Team! RRZ Support Link

Series

27.07.2020

Lecture 19: Geodesics & curvature of pseudo-Riemannian submanifolds

Dr. David Lindemann
16.07.2020

Lecture 18: Curvature

Dr. David Lindemann
05.07.2020

Lecture 17: Geodesics and the exponential map

Dr. David Lindemann
26.06.2020

Lecture 16: Parallel transport and the Levi-Civita connection

Dr. David Lindemann
17.06.2020

Lecture 15: Connections in vector bundles

Dr. David Lindemann
12.06.2020

Lecture 14: Local frames and Killing vector fields

Dr. David Lindemann
08.06.2020

Lecture 13: Traces, raising and lowering indices, and vector bundles along pseudo-Riemannian submanifolds

Dr. David Lindemann
05.06.2020

Lecture 12: Pseudo-Riemannian manifolds

Dr. David Lindemann
26.05.2020

Lecture 11: Tensor bundles and tensor fields

Dr. David Lindemann
22.05.2020

Lecture 10: Dual bundles, 1-forms, and the Whitney sum

Dr. David Lindemann
19.05.2020

Lecture 9: Infinitesimal generators of one parameter groups of diffeomorphisms and the Lie derivative of vector fields

Dr. David Lindemann
15.05.2020

Lecture 8: Lie bracket of vector fields, integral curves, flows

Dr. David Lindemann
12.05.2020

Lecture 7: The tangent bundle

Dr. David Lindemann
08.05.2020

Lecture 6: Vector bundles

Dr. David Lindemann
05.05.2020

Lecture 5: Submanifolds

Dr. David Lindemann
01.05.2020

Lecture 4: Tangent spaces (part 2)

Dr. David Lindemann
27.04.2020

Lecture 3: Tangent spaces (part 1)

Dr. David Lindemann
24.04.2020

Lecture 2: Smooth maps and the IFT

Dr. David Lindemann
20.04.2020

Lecture 1: Smooth manifolds

Dr. David Lindemann