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Contents
Common terms and phrasesabelian category abelian groups actually algebraic geometry algebraic topology analysis applications arrows axiomatic axioms Bénabou Bourbaki Buchsbaum Cartan and Eilenberg categorial concepts category theory Čech coefficients cognition cohomology complex concept of category concerning considered constructions context defined derived functors Dieudonné different difficulties discussed duality Eilenberg 1956 Eilenberg and Mac Eilenberg and Steenrod elements epistemology equivalence example fact faisceau fibre field find finite first fixed foncteurs function Grothendieck 1957 Grothendieck universes Hence historical homological algebra homology groups homology theory homomorphisms idea infinite influence injective intuitive isomorphism justified Kreisel Lane’s language Lawvere Lefschetz Leray Mac Lane mappings mathematicians mathematics McLarty means module morphisms notion objects particular philosophical Poincaré precisely present presheaf problem proof properties propositions question relation role sense sequence Serre set theory set-theoretical foundations sheaf sheaves stress structure sufficient term terminology theorem Tôhoku paper topological space topos universes Zariski Zariski topology References to this bookFrom Google ScholarThe principle of general tovarianceC Heunen, NP Landsman, B Spitters References from web pagesempik.com - Tool and Object - Krömer Ralf- 408.49zł livre tool and object: a history and philosophy of category theory ... Tool and Object Librairie & Documentation internationale - Ecosphère - TOOL AND ... Ralf Krömer La théorie des catégories : un outil d’analyse ... Cover 1&4 US.indd Buchbesprechungen Bibliographic information |