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Find link is a tool written by Edward Betts .
Longer titles found:
Pro-simplicial set (view ),
Opposite simplicial set (view ),
Subdivision (simplicial set) (view ),
Extension (simplicial set) (view ),
Join (simplicial sets) (view ),
Twisted diagonal (simplicial sets) (view ),
Weak equivalence between simplicial sets (view ),
Fibration of simplicial sets (view ),
Bisimplicial set (view )
searching for Simplicial set 6 found (69 total)
alternate case: simplicial set
Hypercovering
(575 words)
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the cover is contractible, then one can contract these sets and get a simplicial set that is weakly equivalent to X {\displaystyle X} in a natural way. For
Joyal's theta category
(160 words)
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(which is the standard definition today), an ∞-category is defined as a simplicial set satisfying the weak Kan condition. In a similar way, Joyal proposed
Category of elements
(2,810 words)
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as Lawvere's concept of hyperdoctrine. The category of elements of a simplicial set is fundamental in simplicial homotopy theory, a branch of algebraic
Limits and colimits in an ∞-category
(225 words)
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conditions) in higher category theory. Let I {\displaystyle I} be a simplicial set and C {\displaystyle C} an ∞-category (a weak Kan complex). Fix a Grothendieck
2-category
(2,524 words)
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nerve N h c ( C ) {\displaystyle N^{hc}(C)} of a 2-category C is a simplicial set where each n-simplex is determined by the following data: n objects
Hodge structure
(4,881 words)
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structures. The E1-page has explicit terms with a differential coming from a simplicial set . Any smooth variety X admits a smooth compactification with complement