Definition:Category with Products/Finite
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Definition
Let $\mathbf C$ be a metacategory.
Then $\mathbf C$ is said to have products or to be a (meta)category with products if and only if:
- For all finite sets of objects $\CC \subseteq \mathbf C_0$, there is a product $\ds \prod \CC$ for $\CC$.
Also see
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