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authorFranciszek Malinka <franciszek.malinka@gmail.com>2022-07-09 20:05:03 +0200
committerFranciszek Malinka <franciszek.malinka@gmail.com>2022-07-09 20:05:03 +0200
commitdbe944be2941d04c8391ada2ba6c657be77aea60 (patch)
treeaebf49f198780d75bf3fab21775aa7b8a1a7651b /sections/preliminaries.tex
parent78636273b73556313468caf37a938a8a408e4b59 (diff)
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is the \emph{base} of the diagram.
\begin{definition}
+ \label{definition:cospan_pushout}
The \emph{cospan category} of category $\cC$, referred to as $\Cospan(\cC)$,
is the category of cospan diagrams of $\cC$, where morphisms between
two cospans are natural transformations of the underlying functors.