Book:John B. Conway/A Course in Functional Analysis

John B. Conway: A Course in Functional Analysis

Published $\text {1985}$, Springer-Verlag

ISBN 0-387-96042-2

Subject Matter

• Functional Analysis

Contents

Preface

CHAPTER I: Hilbert Spaces

CHAPTER II: Operators on Hilbert Space

CHAPTER III: Banach Spaces

CHAPTER IV: Locally Convex Spaces

CHAPTER V: Weak Topologies

CHAPTER VI: Linear Operators on a Banach Space

CHAPTER VII: Banach Algebras and Spectral Theory for Operators on a Banach Space

CHAPTER VIII: $C^\ast$-algebras

CHAPTER IX: Normal Operators on Hilbert Space

CHAPTER X: Unbounded Operators

CHAPTER XI: Fredholm Theory

APPENDIX A: Preliminaries

APPENDIX B: The Dual of $L^p(\mu)$

APPENDIX C: The Dual of $C_0(X)$

Bibliography

List of Symbols

Index

Further editions

• 1990: John B. Conway: A Course in Functional Analysis (2nd ed.)