As an aid to students enrolled in my Spring 02009 classes, here are lists of the required textbooks.

1. Mathematics 236: Linear Algebra

Introduction to Linear Algebra with Applications, by Jim DeFranza and Daniel Gagliardi, published by McGraw-Hill.  ISBN 978-0-07-353235-5.

2. Mathematics 331: Real Analysis

Understanding Analysis, by Stephen Abbott, published by Springer.  ISBN 978-0-387-95060-0.

3. Mathematics 333: Complex Analysis

Complex Variables with Applications, 8th edition, by James Ward Brown and Ruel V. Churchill, published by McGraw-Hill.  ISBN 0-07-305194-2.

4. Mathematics 342: Geometry

1. Euclidean and Non-Euclidean Geometries: Development and History, 4th edition, by Marvin J. Greenberg, published by W.H. Freeman.  ISBN 0-7167-9948-0 or 978-0-7167-9948-1.
2. College Geometry Using the Geometer's Sketchpad, Preliminary edition, by Barbara Reynolds SDS and William Fenton, published by Key College Publishing.  ISBN 1-931914-54-0.

Directed Study Texts:

5. Issues In Secondary Mathematics

Mathematics for High School Teachers: An Advanced Perspective, by Zalman Usiskin et al., published by Prentice-Hall.  ISBN 0-13-044941-5.

6. Abstract Algebra II

Contemporary Abstract Algebra, 6th edition, by Joseph Gallian, published by Cengage Learning,  ISBN 0-618-51471-6.  (You should already have this book from Math 335.)