Undergraduate Texts in Mathematics Editors S. Axler . Ribet Undergraduate Texts in Mathematics Abbott: Understanding Analysis. Curtis: Linear Algebra: An Introductory Anglin: Mathematics: A Concise History and Approach. Fourth edition. Philosophy. Readings in Daepp/Gorkin: Reading, Writing and Mathematics. Proving: A Closer Look at Mathematics. Anglin/Lambek: The Heritage of Thales. Devlin: The Joy of Sets: Fundamentals of Readings in Mathematics. Contemporary Set Theory. Second edition. Apostol: Introduction to Analytic Number Dixmier: General Topology. Theory. Second edition. Driver: Why Math? Armstrong: Basic Topology. Ebbinghaus/Flum/Thomas: Mathematical Armstrong: Groups and Symmetry. Logic. Second edition. Axler: Linear Algebra Done Right. Second Edgar: Measure, Topology, and Fractal edition. Geometry. Beardon: Limits A New Approach to Real Elaydi: An Introduction to Difference Analysis. Equations. Third edition. Bak/Newman: Complex Analysis. Second Erd¨os/Sur´anyi: Topics in the Theory of edition. Numbers. Banchoff/Wermer: Linear Algebra Through Estep: Practical Analysis in One Variable. Geometry. Second edition. Exner: An paniment to Higher Beck/Robins: Computing the Continuous Mathematics. Discretely Bix, Conics and Cubics, Second Exner: Inside Calculus. edition. Fine/Rosenberger: The Fundamental Berberian: A First Course in Real Analysis. Theory of Algebra. Bix: Conics ad Cubics: A Concrete Fischer: Intermediate Real Analysis. Introduction to Algebraic Curves. Flanigan/Kazdan: Calculus Two: Linear Br´emaud: An Introduction to Probabilistic and Nonlinear Functions. Second edition. Fleming: Functions of Several Variables. Modeling. Second edition. Bressoud: Factorization and Primality Foulds: Combinatorial Optimization for Testing. Undergraduates. Bressoud: Second Year Calculus. Readings Foulds: Optimization Techniques: An in Mathematics. Introduction. Brickman: Mathematical Introduction to F
