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Homotopy category

  • The Homotopy Category Is a Homotopy Category

    The Homotopy Category Is a Homotopy Category

  • Faithful Linear-Categorical Mapping Class Group Action 3

    Faithful Linear-Categorical Mapping Class Group Action 3

  • Homotopical Categories: from Model Categories to ( ,)-Categories ∞

    Homotopical Categories: from Model Categories to ( ,)-Categories ∞

  • Rational Homotopy Theory: a Brief Introduction

    Rational Homotopy Theory: a Brief Introduction

  • Lecture Notes on Simplicial Homotopy Theory

    Lecture Notes on Simplicial Homotopy Theory

  • A Primer on Homotopy Colimits

    A Primer on Homotopy Colimits

  • The Classification of Triangulated Subcategories 3

    The Classification of Triangulated Subcategories 3

  • Fulltekst (Pdf)

    Fulltekst (Pdf)

  • Homotopy Type Theory: a New Connection Between Logic, Category Theory and Topology

    Homotopy Type Theory: a New Connection Between Logic, Category Theory and Topology

  • Realizing Diagrams in the Homotopy Category by Means of Diagrams of Simplicial Sets1 W

    Realizing Diagrams in the Homotopy Category by Means of Diagrams of Simplicial Sets1 W

  • Classifying Spaces and Brown Representability

    Classifying Spaces and Brown Representability

  • Arxiv:2003.07426V2 [Math.CT] 22 Jul 2021 Modifying Some Constructions of Adams [1] for Connected CW Complexes with Base Point

    Arxiv:2003.07426V2 [Math.CT] 22 Jul 2021 Modifying Some Constructions of Adams [1] for Connected CW Complexes with Base Point

  • Spectra and the Stable Homotopy Category

    Spectra and the Stable Homotopy Category

  • A Note on “The Homotopy Category Is a Homotopy Category”

    A Note on “The Homotopy Category Is a Homotopy Category”

  • Introduction to Derived Categories the first Lecture Will Be About the General Theory of Derived Categories

    Introduction to Derived Categories the first Lecture Will Be About the General Theory of Derived Categories

  • Chapter 9. Derived Categories

    Chapter 9. Derived Categories

  • More on Mapping Class Groups (Lecture 37)

    More on Mapping Class Groups (Lecture 37)

  • Notes on Derived Categories and Derived Functors

    Notes on Derived Categories and Derived Functors

Top View
  • 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


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