(infinity,n)-presheaf (changes) in nLab
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Context
Higher category theory
Basic concepts
Basic theorems
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homotopy hypothesis-theorem
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delooping hypothesis-theorem
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stabilization hypothesis-theorem
Applications
Models
- (n,r)-category
- Theta-space
- ∞-category/∞-category
- (∞,n)-category
- (∞,2)-category
- (∞,1)-category
- (∞,0)-category/∞-groupoid
- (∞,Z)-category
- n-category = (n,n)-category
- n-poset = (n-1,n)-category
- n-groupoid = (n,0)-category
- categorification/decategorification
- geometric definition of higher category
- algebraic definition of higher category
- stable homotopy theory
Morphisms
Functors
Universal constructions
Extra properties and structure
1-categorical presentations
Contents
Idea
An (∞,n)(\infty,n)-presheaf on an (∞,n)-category CC is an (∞,n)-functor F:C op→F : C^{op} \to (∞,n)Cat.
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(∞,n)(\infty,n)-presheaf
Last revised on May 4, 2021 at 19:46:59. See the history of this page for a list of all contributions to it.