xiii, 402 pages : illustrations ; 24 cm. Includes index. Content notes : Ch. 1. Preliminaries --
Ch. 2. The Real Numbers --
Ch. 3. Sequences and series --
Ch. 4. Limits --
Ch. 5. Continuous functions --
Ch. 6. Differentiation --
Ch. 7. The Riemann integral --
Ch. 8. Sequences of functions --
Ch. 9. Infinite series --
Ch. 10. The generalized Riemann integral --
Ch. 11. A glimpse into topology --
Appendix A. Logic and proofs --
Appendix B. Finite and countable sets --
Appendix C. The Riemann and Lebesgue criteria --
Appendix D. Approximate integration --
Appendix E. Two examples. Functions of real variables.

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