Complete category

Related lectures (22)

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Explores (co)limits in functor categories and simplicial sets, including equalizers and coequalizers of simplicial maps.

Discusses adjunctions, products, and coproducts in category theory.

Demonstrates how adjoints preserve coproducts and products in category theory.

Explores the uniqueness of push-outs in group quotients, focusing on specific cases and implications.

Explores how left adjoints preserve coproducts in category theory with detailed proofs and morphism diagrams.

Covers limits and colimits, focusing on equalizers and coequalizers in category theory.

Covers direct sums of abelian groups, group actions, and vector spaces, including coproducts and homomorphisms.

Explores the concept of push-out in group homomorphisms.

Explores homotopical algebra examples and adjunctions, focusing on left and right adjoints in group functors and coproducts.

Covers the combination of lattice elements, partial orders, complete lattices, and Tarski's Fixed Point theorem.