KnowraSamuel EilenbergLinked fromLinked fromThe 10 pages that link to Samuel Eilenberg, each with the reason it gives.All 10Related 10Category theoryRelated: Eilenberg co-introduced categories and functors to formalize constructions in topology.Algebraic topologyRelated: His work with Saunders Mac Lane formalized homology through functorial methods.Homological algebraRelated: Eilenberg helped formalize homological methods and connect them with categorical language.FunctorRelated: Eilenberg introduced functors with Saunders Mac Lane in their 1945 work.Natural transformationRelated: Eilenberg co-developed category theory, including its language for transformations between functors.CategoryRelated: Eilenberg introduced category theory with Saunders Mac Lane in the 1940s.Yoneda lemmaRelated: Eilenberg helped create the framework in which the lemma became a central result.Saunders Mac LaneRelated: Their collaboration produced the 1945 paper that introduced categories, functors, and natural transformations.Henri CartanRelated: Cartan and Eilenberg coauthored a landmark book that systematized homological algebra.Eilenberg–Zilber theoremRelated: His work with Mac Lane established the theorem’s algebraic framework.