Learning Outcomes:
To gain an understanding of the abstract theory of General Relativity and an ability to solve problems. This course is a necessary preparation for further study in General Relativity and Cosmology, Relativistic Astrophysics, and String Theory.
Indicative Module Content:
The following topics are covered, following the chapters of the main course book:
1) The spacetime of special relativity
2) Manifolds and coordinates
3) Vector calculus on manifolds
4) Tensor calculus on manifolds
5) Special relativity revisited
7) The equivalence principle and spacetime curvature
8) The gravitational field equations
9) The Schwarzschild geometry
10) Experimental tests of general relativity
11) Schwarzschild black holes
14) The Friedmann-Robertson-Walker geometry
15) Cosmological models
17) Linearised general relativity
18) Gravitational waves