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  • Beck's monadicity theorem
  • Theorem in category theory

    branch of mathematics, Beck's monadicity theorem gives a criterion that characterises monadic functors, introduced by Jonathan Mock Beck (1968). It is often

    Beck's monadicity theorem

    Beck's_monadicity_theorem

  • Beck's theorem
  • Topics referred to by the same term

    Beck's theorem may refer to either of two mathematical results: Beck's monadicity theorem or the Beck tripleability theorem (1964/2003), by Jonathan Mock

    Beck's theorem

    Beck's_theorem

  • Monad (category theory)
  • Operation in algebra and mathematics

    that an adjunction is monadic allows one to reconstruct objects in D out of objects in C and the T-action. Beck's monadicity theorem gives a necessary and

    Monad (category theory)

    Monad_(category_theory)

  • Monadic descent
  • the monad induced by p ! , p ∗ {\displaystyle p_{!},p^{*}} . Beck's monadicity theorem Bénabou, Jean; Roubaud, Jacques (1970). "Monades et descente"

    Monadic descent

    Monadic_descent

  • Faithfully flat descent
  • Technique from algebraic geometry

    presentation). A faithfully flat descent is a special case of Beck's monadicity theorem. Given a faithfully flat ring homomorphism A → B {\displaystyle

    Faithfully flat descent

    Faithfully_flat_descent

  • List of theorems
  • Shirshov–Cohn theorem (Jordan algebras) Shirshov–Witt theorem (Lie algebras) Beck's monadicity theorem (category theory) Bruguières modularity theorem (category

    List of theorems

    List_of_theorems

  • Descent (mathematics)
  • Mathematical concept that extends the intuitive idea of gluing in topology

    Grothendieck topology Fibered category Beck's monadicity theorem Cohomological descent Faithfully flat descent Monadic descent Descent data for quasi-coherent

    Descent (mathematics)

    Descent_(mathematics)

  • Jonathan Mock Beck
  • American mathematician (1935–2006)

    is known for the eponymous Beck's tripleableness (monadicity) theorem and the Beck–Chevalley condition.[citation needed] Beck, J. (1969). "On H-spaces and

    Jonathan Mock Beck

    Jonathan_Mock_Beck

  • Pseudomonad (category theory)
  • Generalization of monads

    functors. The 2-categorical analogue of Beck's monadicity theorem holds for the pseudomonads. Whereas the original theorem gives a necessary and sufficient condition

    Pseudomonad (category theory)

    Pseudomonad_(category_theory)

  • Glossary of category theory
  • every bimorphism (i.e., both mono and epi) is an isomorphism. Beck's theorem Beck's theorem characterizes the category of algebras for a given monad. bicategory

    Glossary of category theory

    Glossary_of_category_theory

  • Democratic peace theory
  • International relations theory

    motivating peace between democratic states. Individual theorists maintain "monadic" forms of this theory (democracies are in general more peaceful in their

    Democratic peace theory

    Democratic peace theory

    Democratic_peace_theory

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