Texts on Mathematical Billiards I want to study the theory of mathematical billiards, and was looking for a text for self-study. If you have a text in mind that is more general i.e. on dynamical systems as a whole but still contains some material on billiards, that would be great too. I'm an undergraduate with background in intermediate analysis, basic algebra, linear algebra, basic differential equations and applied complex analysis. 

I think these are some books you might find interesting, regarding mathematical billiards at a relatively introductory level


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*An Introduction to Mathematical Billiards, by Utkir A. Rozikov;

*Chaotic Billiards, by Nikolai Chernov;

*Geometry and billiards, by Sergei Tabachnikov.


Different approaches and fascinating mathematics can also be found in


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*Invariant Manifolds, Entropy and Billiards. Smooth Maps with Singularities, by Anatole Katok et al.


Hope these prove useful.
