Book contents
- Frontmatter
- Dedication
- Contents
- Preface
- PART I DERIVED FUNCTORS AND HOMOTOPY (CO)LIMITS
- 1 All concepts are Kan extensions
- 2 Derived functors via deformations
- 3 Basic concepts of enriched category theory
- 4 The unreasonably effective (co)bar construction
- 5 Homotopy limits and colimits: The theory
- 6 Homotopy limits and colimits: The practice
- PART II ENRICHED HOMOTOPY THEORY
- PART III MODEL CATEGORIES AND WEAK FACTORIZATION SYSTEMS
- PART IV QUASI-CATEGORIES
- Bibliography
- Glossary of Notation
- Index
3 - Basic concepts of enriched category theory
from PART I - DERIVED FUNCTORS AND HOMOTOPY (CO)LIMITS
Published online by Cambridge University Press: 05 June 2014
- Frontmatter
- Dedication
- Contents
- Preface
- PART I DERIVED FUNCTORS AND HOMOTOPY (CO)LIMITS
- 1 All concepts are Kan extensions
- 2 Derived functors via deformations
- 3 Basic concepts of enriched category theory
- 4 The unreasonably effective (co)bar construction
- 5 Homotopy limits and colimits: The theory
- 6 Homotopy limits and colimits: The practice
- PART II ENRICHED HOMOTOPY THEORY
- PART III MODEL CATEGORIES AND WEAK FACTORIZATION SYSTEMS
- PART IV QUASI-CATEGORIES
- Bibliography
- Glossary of Notation
- Index
Summary
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- Categorical Homotopy Theory , pp. 32 - 57Publisher: Cambridge University PressPrint publication year: 2014