koproductifunktor
Koproductifunktor is a concept from category theory, a branch of mathematics that studies the relationships between structures and transformations. It is a type of functor that arises in the context of cocompletion, which is the process of adding limits to a category.
The koproductifunktor is a covariant functor that takes an object from a category to a cokernel of
Koproductifunktors have applications in algebraic geometry, where they help to describe the properties of algebraic varieties.
In general, koproductifunktors are used to describe the universal property of cokernels in category theory. They