Lecture Notes on General Relativity
by Matthias Blau
Publisher: Universitaet Bern 2014
Number of pages: 928
Description:
The first half of this course will be dedicated to developing the machinery (of tensor calculus and Riemannian geometry) required to describe physics in a curved space time, i.e. in a gravitational field. In the second half of this course, we will then turn to various applications of General Relativity. Foremost among them is the description of the classical predictions of General Relativity and their experimental verification.
Download or read it online for free here:
Download link
(5.7MB, PDF)
Similar books
![Book cover: Treatise on Differential Geometry and its role in Relativity Theory](images/12407.jpg)
by Subenoy Chakraborty - arXiv.org
These notes will be helpful to undergraduate and postgraduate students in theoretical physics and in applied mathematics. Modern terminology in differential geometry has been discussed in the book with the motivation of geometrical way of thinking.
(3113 views)
![Book cover: An Introduction to the Theory of Rotating Relativistic Stars](images/4077.jpg)
by Eric Gourgoulhon - arXiv
These notes introduce the theory of rotating stars in general relativity. The focus is on the theoretical foundations, with a detailed discussion of the spacetime symmetries, the choice of coordinates and the derivation of the equations of structure.
(12258 views)
![Book cover: Space, Time and Gravitation: An Outline of the General Relativity Theory](images/3020.jpg)
by Arthur Stanley Eddington - Cambridge University Press
The author gives an account of general relativity theory without introducing anything very technical in the way of mathematics, physics, or philosophy. It is hoped that the book may also appeal to those who have gone into the subject more deeply.
(13182 views)
![Book cover: Dynamical and Hamiltonian Formulation of General Relativity](images/11364.jpg)
by Domenico Giulini - arXiv.org
This text introduces the reader to the reformulation of Einstein's field equations of General Relativity as a constrained evolutionary system of Hamiltonian type and discusses some of its uses, together with some technical and conceptual aspects.
(5742 views)