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Homogeneous dynamics: a study guide

Einsiedler, Manfred; Ward, Thomas

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Authors

Manfred Einsiedler

Thomas Ward



Contributors

Shiu-Yuen Cheng
Editor

Lizhen Ji
Editor

Yat-Sun Poon
Editor

Jie Xiao
Editor

Lo Yang
Editor

Shing-Tung Yau
Editor

Abstract

These notes give a summary of the course ‘Ergodic theory and Applications in Number Theory’ at the Summer School in Modern Mathematics at the Tsinghua University in Beijing, June 23–27 (2013). As in the Summer school, we will need to be brief at times and refer to the references for a detailed treatment. Nonetheless we wish to survey some results and ideas on a close to geodesic journey from the most basic concepts of ergodic theory to some more sophisticated and recent results in homogeneous dynamics.

Citation

Einsiedler, M., & Ward, T. (2015). Homogeneous dynamics: a study guide. In S. Cheng, L. Ji, Y. Poon, J. Xiao, L. Yang, & S. Yau (Eds.), Introduction to modern mathematics (171-202). International Press of Boston

Acceptance Date Dec 16, 2014
Publication Date Apr 17, 2015
Deposit Date Oct 12, 2015
Publicly Available Date Oct 28, 2015
Pages 171-202
Series Title Advanced lectures in mathematics
Book Title Introduction to modern mathematics.
Publisher URL http://www.intlpress.com/site/pub/pages/books/items/00000443/index.html
Additional Information Series: Advanced Lectures in Mathematics

Files

Published Book Chapter (336 Kb)
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Copyright Statement
Copyright © Higher Education Press and International Press
Beijing–Boston. First published in Introduction to Modern Mathematics in 2015, published by International Press.





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