Karlsruher Institut Fur Technologie
Monodromy representations and Lyapunov exponents of origamis
Product Code:
9783866447516
ISBN13:
9783866447516
Condition:
New
$65.00
$60.62
Sale 7%
Monodromy representations and Lyapunov exponents of origamis
$65.00
$60.62
Sale 7%
Origamis are translation surfaces obtained by gluing finitely many unit squares and provide an easy access to Teichm?ller curves. In particular, their monodromy represenation can be explicitely determined. A general principle for the decomposition of this represenation is exhibited and applied to examples. Closely connected to it is a dynamical cocycle on the Teichm?ller curve. It is shown that its Lyapunov exponents, otherwise inaccessible, can be computed for a subrepresentation of rank two.
| Author: André Kappes |
| Publisher: Karlsruher Institut Fur Technologie |
| Publication Date: Sep 01, 2014 |
| Number of Pages: 152 pages |
| Binding: Paperback or Softback |
| ISBN-10: 3866447515 |
| ISBN-13: 9783866447516 |
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