# nLab small limit

### Context

#### Limits and colimits

limits and colimits

## 1-Categorical

• limit and colimit

• Kan extension

• weighted limit

• end and coend

• 2-limit

• ## (∞,1)-Categorical

• (∞,1)-limit

• ### Model-categorical

• homotopy Kan extension

• homotopy limit

• homotopy colimit

• 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.