TITLES IN THIS SERIES

37 Svetlana Katok, p-adic analysis compared with real, 2007

36 Mara D. Neusel, Invariant theory, 2007

35 J¨ org Bewersdorff, Galois theory for beginners: A historical perspective,

2006

34 Bruce C. Berndt, Number theory in the spirit of Ramanujan, 2006

33 Rekha R. Thomas, Lectures in geometric combinatorics, 2006

32 Sheldon Katz, Enumerative geometry and string theory, 2006

31 John McCleary, A first course in topology: Continuity and dimension,

2006

30 Serge Tabachnikov, Geometry and billiards, 2005

29 Kristopher Tapp, Matrix groups for undergraduates, 2005

28 Emmanuel Lesigne, Heads or tails: An introduction to limit theorems in

probability, 2005

27 Reinhard Illner, C. Sean Bohun, Samantha McCollum, and Thea

van Roode, Mathematical modelling: A case studies approach, 2005

26 Robert Hardt, Editor, Six themes on variation, 2004

25 S. V. Duzhin and B. D. Chebotarevsky, Transformation groups for

beginners, 2004

24 Bruce M. Landman and Aaron Robertson, Ramsey theory on the

integers, 2004

23 S. K. Lando, Lectures on generating functions, 2003

22 Andreas Arvanitoyeorgos, An introduction to Lie groups and the

geometry of homogeneous spaces, 2003

21 W. J. Kaczor and M. T. Nowak, Problems in mathematical analysis

III: Integration, 2003

20 Klaus Hulek, Elementary algebraic geometry, 2003

19 A. Shen and N. K. Vereshchagin, Computable functions, 2003

18 V. V. Yaschenko, Editor, Cryptography: An introduction, 2002

17 A. Shen and N. K. Vereshchagin, Basic set theory, 2002

16 Wolfgang K¨ uhnel, Differential geometry: curves – surfaces – manifolds,

second edition, 2006

15 Gerd Fischer, Plane algebraic curves, 2001

14 V. A. Vassiliev, Introduction to topology, 2001

13 Frederick J. Almgren, Jr., Plateau’s problem: An invitation to varifold

geometry, 2001

12 W. J. Kaczor and M. T. Nowak, Problems in mathematical analysis

II: Continuity and differentiation, 2001

For a complete list of titles in this series, visit the

AMS Bookstore at www.ams.org/bookstore/.