Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Dold–Thom_theorem> ?p ?o. }
Showing items 1 to 20 of
20
with 100 items per page.
- Dold–Thom_theorem abstract "In algebraic topology, the Dold–Thom theorem, proved by Albrecht Dold and René Thom (1956, 1958), states that the homotopy group πi(SP(X)) of the infinite symmetric product SP(X) of a connected CW complex X is the i-th singular reduced homology group of X, usually denoted by .".
- Dold–Thom_theorem wikiPageID "31336432".
- Dold–Thom_theorem wikiPageRevisionID "569330749".
- Dold–Thom_theorem author1Link "Albrecht Dold".
- Dold–Thom_theorem author2Link "René Thom".
- Dold–Thom_theorem first "Albrecht".
- Dold–Thom_theorem first "René".
- Dold–Thom_theorem last "Dold".
- Dold–Thom_theorem last "Thom".
- Dold–Thom_theorem year "1956".
- Dold–Thom_theorem year "1958".
- Dold–Thom_theorem subject Category:Theorems_in_algebraic_topology.
- Dold–Thom_theorem comment "In algebraic topology, the Dold–Thom theorem, proved by Albrecht Dold and René Thom (1956, 1958), states that the homotopy group πi(SP(X)) of the infinite symmetric product SP(X) of a connected CW complex X is the i-th singular reduced homology group of X, usually denoted by .".
- Dold–Thom_theorem label "Dold–Thom theorem".
- Dold–Thom_theorem label "Théorème de Dold-Thom".
- Dold–Thom_theorem sameAs Dold%E2%80%93Thom_theorem.
- Dold–Thom_theorem sameAs Théorème_de_Dold-Thom.
- Dold–Thom_theorem sameAs Q3527062.
- Dold–Thom_theorem sameAs Q3527062.
- Dold–Thom_theorem wasDerivedFrom Dold–Thom_theorem?oldid=569330749.