Definition:Product (Category Theory)/General Definition/Finite Product
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Definition
Let $\mathbf C$ be a metacategory.
Let $\ds \prod \CC$ be a product for a finite set $\CC$ of objects of $\mathbf C$.
Then $\ds \prod \CC$ is called a finite product.
Also see
- Category has Finite Products iff Terminal Object and Binary Products
- Binary Product is Finite Product
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