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Grading |
Here is the
exercise sheet (final version).
If you are taking the course for credit, please submit the exercise sheet by August 1, 2016. The best way to submit the sheet is by sending it to me by email (if you prefer to submit a hand-written project, send me a scan).
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Notes | In the lecture of 7.3.16 I made some imprecise remarks about the Riesz representation theorem, here is the precise formulation of the results. Details in the book W. Rudin, Real and Complex Analysis , Chapter 2. |
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References |
This is the first in a series of breakthrough papers, the aim of the course is to prove the main results of this paper. Here is an English translation of the paper.
This is a survey in English describing the main ideas and steps of proof of the paper above. Warmly recommended!
A book containing much of the material on random matrix products which we will need -- and more.
A survey of how one deals with the issue of `escape of mass'.
The above can all be accessed via
Yves Benoist's webpage.
A carefully written textbook with useful chapters on ergodic theorems, conditional expectations, etc. Also contains a lot of interesting material we will not cover. A detailed and well-written survey of many of the results on random matrix products. |