nLab
small limit
Context
Limits and colimits
limits and colimits
1Categorical
limit and colimit

limits and colimits by example

commutativity of limits and colimits

small limit

filtered colimit

sifted colimit

connected limit, wide pullback

preserved limit, reflected limit, created limit

product, fiber product, base change, coproduct, pullback, pushout, cobase change, equalizer, coequalizer, join, meet, terminal object, initial object, direct product, direct sum

finite limit
Kan extension
weighted limit
end and coend
2Categorical
2limit
2pullback, comma object
(∞,1)Categorical
(∞,1)limit
Modelcategorical
homotopy Kan extension
homotopy limit
homotopy colimit
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A diagram $D \to C$ in a category $C$ is called small if $D$ is a small category. A limit or colimit over a small diagram is a small limit or small colimit.
Created on October 15, 2012 at 20:41:34.
See the history of this page for a list of all contributions to it.