Real and complex analysis
Saved in:
Main Author : | |
---|---|
Format : | Book |
Language : | anglais |
Title statement : | Real and complex analysis / Walter Rudin,... |
Edition : | 3rd edition |
Published : |
New York, Paris [etc.] :
McGraw-Hill
, C 1987 |
Physical Description : | 1 vol. (XIV-416 p.) |
Subjects : |
- Chapter 1. Abstract integration
- Chapter 2. Positive Borel measures
- Chapter 3. Lp-spaces
- Chapter 4. Elementary Hilbert space theory
- Chapter 5. Examples of Banach space techniques
- Chapter 6. Complex measures
- Chapter 7. Differentiation
- Chapter 8. Integration on product spaces
- Chapter 9. Fourier transforms
- Chapter 10. Elementary properties of holomorphic functions
- Chapter 11. Harmonic functions
- Chapter 12. The maximum modulus principle
- Chapter 13. Approximation by rational functions
- Chapter 14. Conformal mapping
- Chapter 15. Zeros of holomorphic functions
- Chapter 16. Analytic continuation
- Chapter 17. Hp-spaces
- Chapter 18. Elementary theory of Banach algebras
- Chapter 19. Holomorphic Fourier transforms
- Chapter 20. Uniform approximation by polynomials