## Tag `07GE`

Chapter 7: Sites and Sheaves > Section 7.6: Sites

Example 7.6.6. Let $\mathcal{C}$ be a category. There is a canonical way to turn this into a site where $\{\text{id}_U : U \to U\}$ are the coverings. Sheaves on this site are the presheaves on $\mathcal{C}$. This corresponding topology is called the

chaoticorindiscrete topology.

The code snippet corresponding to this tag is a part of the file `sites.tex` and is located in lines 817–824 (see updates for more information).

```
\begin{example}
\label{example-indiscrete}
Let $\mathcal{C}$ be a category. There is a canonical way to turn this
into a site where $\{\text{id}_U : U \to U\}$ are the coverings.
Sheaves on this site are the presheaves on $\mathcal{C}$.
This corresponding topology is called the {\it chaotic} or
{\it indiscrete topology}.
\end{example}
```

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