文档介绍：Undergraduate Texts in Mathematics
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S. Axler
. Gehring
. Ribet
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Undergraduate Texts in Mathematics
Anglin: Mathematics: A Concise History Devlin: The Joy of Sets: Fundamentals
and Philosophy. of Contemporary Set Theory.
Readings in Mathematics. Second edition.
Anglin/Lambek: The Heritage of Dixmier: General Topology.
Thales. Driver: Why Math?
Readings in Mathematics. Ebbinghaus/Flum/Thomas:
Apostol: Introduction to Analytic Mathematical Logic. Second edition.
Number Theory. Second edition. Edgar: Measure, Topology, and Fractal
Armstrong: Basic Topology. Geometry.
Armstrong: Groups and Symmetry. Elaydi: Introduction to Difference
Axler: Linear Algebra Done Right. Equations.
Second edition. Exner: An paniment to Higher
Beardon: Limits: A New Approach to Mathematics.
Real Analysis. Fine/Rosenberger: The Fundamental
Bak/Newman: Complex Analysis. Theory of Algebra.
Second edition. Fischer: Intermediate Real Analysis.
Banchoff/Wermer: Linear Algebra Flanigan/Kazdan: Calculus Two: Linear
Through Geometry. Second edition. and Nonlinear Functions. Second
Berberian: A First Course in Real edition.
Analysis. Fleming: Functions of Several Variables.
Bix: Conies and Cubics: A Concrete Second edition.
Introduction to Algebraic Curves. Foulds: Combinatorial Optimization for
Bremaud: An Introduction to Undergraduates.
Probabilistic Modeling. Foulds: Optimization Techniques: An
Bressoud: Factorization and Primality Introduction.
Testing. Franklin: Methods of Mathematical
Bressoud: Second Year Calculus. Economics.
Readings in Mathematics. Gordon: Discrete Probability.
Brickman: Mathematical Introduction Hairer/Wanner: Analysis by Its History.
to Linear Programming and Game Readings in Mathematics.
Theory. Halmos: Finite-Dimensional Vector
Browder: Mathematical Analysis: Spaces. Second edition.
An Introdu