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Frontmatter

  • and
© 2016 Princeton University Press, Princeton

© 2016 Princeton University Press, Princeton

Chapters in this book

  1. Frontmatter i
  2. Preface vii
  3. Contents xv
  4. I. Axioms and general theorems 1
  5. II. Simplicial complexes 54
  6. III. Homology theory of simplicial complexes 76
  7. IV. Categories and functors 108
  8. V. Chain complexes 124
  9. VI. Formal homology theory of simplicial complexes 162
  10. VII. The singular homology theory 185
  11. VIII. Systems of groups and their limits 212
  12. IX. The Čech homology theory 233
  13. X. Special features of the Čech theory 257
  14. XI. Applications to Euclidean Spaces 298
  15. Index 323
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Foundations of Algebraic Topology
This chapter is in the book Foundations of Algebraic Topology
https://doi.org/10.1515/9781400877492-fm

Chapters in this book

  1. Frontmatter i
  2. Preface vii
  3. Contents xv
  4. I. Axioms and general theorems 1
  5. II. Simplicial complexes 54
  6. III. Homology theory of simplicial complexes 76
  7. IV. Categories and functors 108
  8. V. Chain complexes 124
  9. VI. Formal homology theory of simplicial complexes 162
  10. VII. The singular homology theory 185
  11. VIII. Systems of groups and their limits 212
  12. IX. The Čech homology theory 233
  13. X. Special features of the Čech theory 257
  14. XI. Applications to Euclidean Spaces 298
  15. Index 323
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