Product of Categories and Product of Two Objects in a Category
Journal Title: International Journal of Current Science Research and Review - Year 2024, Vol 7, Issue 10
Abstract
Let and be categories. The product of two categories and , is represented by and referred to as the product category. Product category is an extension of the concept of the product of two sets of cartesian and is used to define the bifungtors. In the theory of categories there are also product of two objects in a category where the objects of the product itself is part of the category. The objects in is said to be a product of and in if to each object and to each pair of morphisms with and , there is an exactly morphism , such that and . This article discusses the product categories and the product of two objects in a category, including concepts and properties related to the product of categories and the product of two objects in a category.
Authors and Affiliations
Luluk Atul Khasanah, Nikken Prima Puspita, Titi Udjiani S. R. R. M.
Keywords
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- EP ID EP747491
- DOI 10.47191/ijcsrr/V7-i10-27
- Views 32
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