Wolfgang Franz 
General Topology [PDF ebook] 

Frontmatter — CONTENTS — INTRODUCTION — Part I. THEORY OF GENERAL TOPOLOGICAL SPACES — Chapter 1. AXIOMATIC FOUNDATIONS — Chapter 2. DEVELOPMENT OF THE THEORY — Chapter 3. RELATIONSHIP OF VARIOUS TOPOLOGIES TO ONE ANOTHER — Part II. SPECIAL CLASSES OF SPACES — Chapter 4. SPACES DEFINED BY SEPARATION AXIOMS — Chapter 5. SPACES DEFINED BY COVERING PROPERTIES: COMPACT SPACES — Part III METRIC SPACES — Chapter 6. THEORY OF METRIC SPACES — Chapter 7. COMPACTA — Chapter 8. METRIZATION OF TOPOLOGICAL SPACES — Part IV. RUDIMENTS OF DIMENSION THEORY — Chapter 9. POLYHEDRA — Chapter 10. DIMENSION OF COMPACTA — BASIC FORMULAS FROM SET THEORY — BIBLIOGRAPHY — INDEX