Front cover image for Real and complex analysis

Real and complex analysis

This is an advanced text for the one- or two-semester course in analysis taught primarily to math, science, computer science, and electrical engineering majors at the junior, senior or graduate level--Publisher's description
Print Book, English, ©1987
Third edition View all formats and editions
McGraw-Hill, New York, ©1987
xiv, 416 pages ; 24 cm.
9780070542341, 9780071002769, 0070542341, 0071002766
13093736
Abstract integration
Positive Borel measures
Lp-spaces
Elementary Hilbert space theory
Examples of Banach space techniques
Complex measures
Differentiation
Integration on product spaces
Fourier transforms
Elementary properties of holomorphic functions
Harmonic functions
The maximum modulus principle
Approximation by rational functions
Conformal mapping
Zeros of holomorphic functions
Analytic continuation
Hp-spaces
Elementary theory of Banach algebras
Holomorphic Fourier transforms
Uniform approximation by polynomials
Cover title: Real & complex analysis