A classic calculus text reissued in the Cambridge Mathematical Library. Clear and logical, with many examples.
Inhaltsverzeichnis
1. Sets and functions; 2. Metric spaces; 3. Continuous functions on metric spaces; 4. Limits in the spaces R and Z; 5. Uniform convergence; 6. Integration; 7. Functions from Rm to Rn; 8. Integrals in Rn; 9. Fourier series; 10. Complex function theory; 11. Complex integrals, Caucy's theorem; 12. Expansions, singularities, residues; 13. General theorems, analytic functions; 14. Applications to special functions.