Chapter 1. Sets. Spaces. Functions ............................1
Chapter 2. Measure Theory.......................................55
Chapter 3. Integrals ...............................................113
Chapter 4. Topological Spaces ............................... 223
Chapter 5. Spaces of Operators and Functionals .......285
Chapter 6. Linear Operators ................................. 369
Chapter 7. Linear Operators in Hilbert Spaces ............. 429
Chapter S. Spectral Theory of Linear Operators ........... 515
Chapter 9. Nonlinear Problems of Functional Analysis .... 591
Chapter 10. Elements of Approximate Methods in
Abstract Spaces ................................................ 645
Appendices ..................................................... 697
References ...................................................... 719
Subject Index .................................................. 723