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Crossed module

  • Crossed Modules and the Homotopy 2-Type of a Free Loop Space

    Crossed Modules and the Homotopy 2-Type of a Free Loop Space

  • A Comonadic Interpretation of Baues–Ellis Homology of Crossed Modules

    A Comonadic Interpretation of Baues–Ellis Homology of Crossed Modules

  • Crossed Modules, Double Group-Groupoids and Crossed Squares

    Crossed Modules, Double Group-Groupoids and Crossed Squares

  • Higher Categorical Groups and the Classification of Topological Defects and Textures

    Higher Categorical Groups and the Classification of Topological Defects and Textures

  • ON CATEGORICAL CROSSED MODULES Introduction

    ON CATEGORICAL CROSSED MODULES Introduction

  • Derived Crossed Modules and Obtain an Infinite Series of Isomorphic Crossed Modules

    Derived Crossed Modules and Obtain an Infinite Series of Isomorphic Crossed Modules

  • Change of Base for Commutative Algebras

    Change of Base for Commutative Algebras

  • Arxiv:1610.07421V4 [Math.AT] 3 Feb 2017 7 Need Also “Commutative Cubes” 12

    Arxiv:1610.07421V4 [Math.AT] 3 Feb 2017 7 Need Also “Commutative Cubes” 12

  • Introduction

    Introduction

  • Arxiv:2103.12566V1 [Math.AT] 23 Mar 2021

    Arxiv:2103.12566V1 [Math.AT] 23 Mar 2021

  • Homology of 2-Types and Crossed Modules

    Homology of 2-Types and Crossed Modules

  • Arxiv:Math/0407275V2 [Math.AT] 27 Jul 2004 T Cin Ly Nesnilrl.Terao O Nacuta Th at Account an for Reason the the Role

    Arxiv:Math/0407275V2 [Math.AT] 27 Jul 2004 T Cin Ly Nesnilrl.Terao O Nacuta Th at Account an for Reason the the Role

  • Free and Projective Crossed Modules and the Second Homology Group of a Group

    Free and Projective Crossed Modules and the Second Homology Group of a Group

  • Nonabelian Algebraic Topology by Ronald Brown, Philip J. Higgins

    Nonabelian Algebraic Topology by Ronald Brown, Philip J. Higgins

  • Groups up to Congruence Relation and from Categorical Groups to C

    Groups up to Congruence Relation and from Categorical Groups to C

  • A Homotopy 2–Groupoid from a Fibration

    A Homotopy 2–Groupoid from a Fibration

  • Crossed Modules and Symmetric Cohomology of Groups

    Crossed Modules and Symmetric Cohomology of Groups

  • Basic Representation Theory of Crossed Modules

    Basic Representation Theory of Crossed Modules

Top View
  • Relations Among Algebraic Models of 1-Connected Homotopy 3-Types
  • Group Cohomology with Coefficients in a Crossed-Module
  • Higher-Dimensional Algebra V: 2-Groups
  • Crossed Products for Actions of Crossed Modules on C*-Algebras
  • Extensions, Crossed Modules and Internal Categories in Categories of Groups with Operations
  • Crossed Modules of Racks
  • On Modules and Crossed Modules
  • Dedicated to the Memory of J. H. C. Whitehead
  • NOTES on 2-GROUPOIDS, 2-GROUPS and CROSSED MODULES 1. Introduction Crossed Modules, Invented by J.H.C. Whitehead in the Early Tw
  • Actions and Automorphisms of Crossed Modules Bulletin De La S
  • “Not Just an Idle Game” (Examining Some Historical Conceptual Arguments in Homotopy Theory)
  • On Automorphisms and Wreath Products in Crossed Modules
  • An Invitation to Higher Gauge Theory
  • Basic Representation Theory of Crossed Modules
  • The Homotopy Theory of 2-Groups
  • On Lie Bialgebroid Crossed Modules
  • The Fundamental Crossed Module of the Complement of a Knotted Surface
  • INTERNAL Q-HOMOLOGY of CROSSED MODULES


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