## Mathematical Relativity — 2nd Semester 2011/2012
## AnnouncementsYou can find more information about the history and physical content of Relativity Theory here. ## Syllabus
## Bibliography
- Wald, General Relativity
- Hawking and Ellis, The Large Scale Structure of Space-Time (Examples)
- Godinho and Natário, An Introduction to Riemannian Geometry (Causality e Singularities)
- Natário, Relativity and Singularities - A Short Introduction for Mathematicians (Causality e Singularities)
- Lam, The Graphs Cases of the Riemannian Positive Mass and Penrose Inequalities in All Dimensions (Positive Mass Theorem)
- Bray, On the Positive Mass, Penrose, an ZAS Inequalities in General Dimension (Positive Mass Theorem)
## Grading PolicyThe final grade will be the average of the grades of weekly problem sets. Late homework will not be accepted. ## Homework- Week 1 (due on February 24)
- Week 2 (due on March 2)
- Week 3 (due on March 9)
- Week 4 (due on March 16)
- Week 5 (due on March 23)
- Week 6 (due on March 30)
- Week 7 (due on April 13)
- Week 8 (due on April 20)
- Week 9 (due on April 27)
- Week 10 (due on May 4)
- Week 11 (due on May 11)
- Week 12 (due on May 18)
- Week 13 (due on May 25)
For more exercises check the course webpages from previous years (mostly in Portuguese): |