General Relativity Autumn 2022
Lecture Notes, Exercises, Solutions, Corona Info, and more ...
The most recent and up-do-date information about this course
will always be available here!
- Date and Venue: Tuesday January 17 2023, 11:00 -- 14:00 , HS119
- Format: Written, Closed Book
- Registration in KSL: possible until Friday January 13
- Question Session: Tuesday January 10 2023, 12:15 -- 14:00 , HS119
The Course and Lectures: How and When and Where
- General Information:
At the moment, the plan is to hold the GR Course
in-person (als Präsenzveranstaltung).
There is no need to register for this course, but if you are going to take part please send me an email (blau at itp unibe ch) so that I can set up a mailing list. Thank You!
- There is no plan to record / podcast this course.
- Please wear a mask (FFP2) when attending the course - thank you!
Please watch the UniBe Corona and Teaching Webpage and the linked Websites (FAQs) and files for updated information.
- The schedule is:
- Monday 13h15 -- 15h
- Tuesday 12h15 -- 14h
The course will take place in Lecture Hall 119 and we will
start on Monday September 19 at 13h15
- Further Information: Please watch this page for the latest information about the course and the lectures! (e.g. a switch to an online zoom format etc.)
- GR Lecture Notes Website (overview)
- [newlecturesGR.pdf] (direct link to the pdf-file)
this new version has 900+ pages (!).
Please save trees and don't print all of it at once, we will only cover some small parts of
the notes in the course
- Covariant Formulation of Special Relativity (Minkowski Geometry, Lorentz Tensor Algebra etc.)
- Classical Field Theory (Action Principles for Fields)
- Multivariable Calculus
- Physical and Mathematical Foundations of General Relativity
- Equivalence Principle
- Tensor Algebra and Tensor Calculus
- Riemannian Geometry and Curvature Tensor
- Physics in a Gravitational Field
- Einstein-Equations and Einstein-Hilbert Action
- Selected Applications
- Solar System Tests of General Relativity
- Black Holes
- Basics of Cosmology
Exercises and Solutions
Highly Recommended Literature
- Excellent Introductory (Undergraduate) Text
- J.B. Hartle: Gravity, An introduction to Einstein's General Relativity
- Elegant Modern Slightly More Advanced Books
- R.M. Wald: General Relativity
- S. Carroll: Spacetime and Geometry, an Introduction to General Relativity
- C.W. Misner, K.S. Thorne, J.A. Wheeler: Gravitation
- S. Weinberg: Gravitation and Cosmology
- Other Personal Favourites
- R.U. Sexl, H.K. Urbantke: Gravitation und Kosmologie
- N. Straumann: General Relativity
- S.W. Hawking, G.F.R. Ellis: The Large Scale Structure of Space-Time
- E. Poisson: A Relativist's Toolkit
- Other Recommended Recent/New Books
- A. Zee: Einstein Gravity in a Nutshell
GR Lectures Notes on the WWW and related Online Resources
Note: the resources mentioned below are approved/recommended. If you come across, and want to use, some other
online resources, please come and show them to me (also in GR, there is much more low- than high-quality
stuff floating around on the WWW and it may not always be easy for you to decide at first sight which is which).
Please let me know of any broken (no longer existing) links.
- Albert Einstein:
Die Grundlage der allgemeinen Relativitätstheorie (Annalen der Physik, 1916)
- Einstein Papers Project
- GR Lecture Notes: General
- GR Lecture Notes: Black Holes
- GR Lecture Notes: Cosmology
- Was Einstein Right? (Ask Clifford M. Will!)
- GR Lecture Notes: Other
- Other Useful, Informative or Entertaining Online Resources
- Is our Universe a Black Hole? NO And since I get
asked this question again and again (as if there weren't more interesting questions), usually by people
who understand neither cosmology nor black holes, here are some links:
- Important Advice (from Nobel Laureate Gerard 't Hooft):
- Matthias Blau, Office 220a