Lecture
Left Adjoint Preserves Coproducts
Description
This lecture introduces the concept of left adjoints preserving coproducts in the context of category theory. It covers the proposition stating that under certain conditions, the image of a coproduct under a left adjoint functor is a coproduct in the target category. The proof involves verifying the universal property. The lecture also explores the dual case for products and provides detailed explanations with morphism diagrams.
Official source
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