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Fuchsian Groups, University of Chicago Press, Chicago and London, 1992. This book is a graduate level introduction to the theory of Fuchsian groups, especially the geometric theory. It covers in a direct and uncomplicated fashion the basic material in hyperbolic geometry and the applications to establishing the fundamental properties of Fuchsian groups up to Jorgensen's inequality. The theory of geometrically finite Fuchsian groups is treated separately and thoroughly, including a number of topics that are not easy to find in other accounts. Finally the author treats the theory of arithmetic Fuchsian groups in detail and this is very hard to find in a connected fashion elsewhere. This book would make an ideal text for individual study or for a graduate course. It is particularly welcome that the author has provided a set of exercises for the reader at the end of each chapter.
S.J. Patterson, Zentralblatt MATH

Fuchsian Groups, Translation into Russian, Faktorial Press, Moscow, 2002.
MASS Selecta: Teaching and Learning Advanced Undergradute Mathematics, American Mathematical Society, Providence, 2003.
p-adic Analysis in Comparison with Real, Translation into Russian, MCCME Press, Moscow, 2004.
p-adic Analysis Compared with Real, AMS/MASS, Student Mathematical Library, 37, Providence, 2007.