Homotopy category
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- LECTURE 13: REPRESENTABLE FUNCTORS and the BROWN REPRESENTABILITY THEOREM 1. Representable Functors Let C Be a Category. a Funct
- The Homotopy Categories of Injective Modules of Derived Discrete Algebras
- Rational Homotopy Theory
- Adjoint Functor Theorems for $\Infty $-Categories
- Model Categories Mark Hovey
- Higher Galois Theory
- The Structure of Stable Homotopy Theories
- Categorical Homotopy Theory Emily Riehl
- What Are Spectra? a Poor Man’S Attempt to Learn Stable Homotopy Theory
- Fibration Categories Are Fibrant Relative Categories
- The Homotopy Category of Injectives Amnon Neeman
- Derived Categories Part I
- The Icosahedral Group and the Homotopy of the Stable Mapping Class Group
- Rational Homotopy Theory for Non-Simply Connected Spaces
- GENERALIZED BROWN REPRESENTABILITY in HOMOTOPY CATEGORIES 1. Introduction
- Classes of Maps of a Suspension, Modulothe Poles, Into a Space With
- Derived Categories from a Topological Point of View
- Derived Categories