Misplaced Pages

The following pages link to Category of modules

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Showing 50 items.

• Natural numbers object (links | edit)
• Simplicial set (links | edit)
• Simplex category (links | edit)
• Semigroup action (links | edit)
• Closed monoidal category (links | edit)
• Closed category (links | edit)
• Categorification (links | edit)
• Homotopy category (links | edit)
• Fibred category (links | edit)
• F-algebra (links | edit)
• Exponential object (links | edit)
• Glossary of category theory (links | edit)
• Kan extension (links | edit)
• Tricategory (links | edit)
• Strict 2-category (links | edit)
• Model category (links | edit)
• Tensor product of modules (links | edit)
• Morita equivalence (links | edit)
• Symmetric monoidal category (links | edit)
• End (category theory) (links | edit)
• Monoid (category theory) (links | edit)
• Kleisli category (links | edit)
• String diagram (links | edit)
• N-monoid (links | edit)
• Quotient category (links | edit)
• Product category (links | edit)
• Representation theorem (links | edit)
• Higher category theory (links | edit)
• Dagger symmetric monoidal category (links | edit)
• Tannakian formalism (links | edit)
• Vect(K) (redirect page; transclusion) (links | edit)
  • User:Cryptic/Improper disambiguation redirects/13 (links | edit)
• Category of K-vector spaces (redirect page) (links | edit)
• Tetracategory (links | edit)
• Zero object (algebra) (links | edit)
• Traced monoidal category (links | edit)
• Lift (mathematics) (links | edit)
• Tensor-hom adjunction (links | edit)
• Center (category theory) (links | edit)
• Category of real vector spaces (redirect page; transclusion) (links | edit)
  • Representable functor (links | edit)
• Accessible category (links | edit)
• Timeline of category theory and related mathematics (links | edit)
• Higher-dimensional algebra (links | edit)
• Amnestic functor (links | edit)
• N-group (category theory) (links | edit)
• 2-group (links | edit)
• Topos (links | edit)
• Glossary of module theory (links | edit)
• Morphism (links | edit)
• Quasi-category (links | edit)
• Simplicially enriched category (links | edit)