Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Alexander–Spanier_cohomology> ?p ?o. }
Showing items 1 to 21 of
21
with 100 items per page.
- Alexander–Spanier_cohomology abstract "In mathematics, particularly in algebraic topology, Alexander–Spanier cohomology is a cohomology theory for topological spaces, introduced by J. W. Alexander (1935) for the special case of compact metric spaces, and by E. H. Spanier (1948) for all topological spaces, based on a suggestion of A. D. Wallace. It is also possible to define Alexander–Spanier homology (Massey 1978) and Alexander–Spanier cohomology with compact supports (Bredon 1997).The Alexander–Spanier cohomology groups coincide with Čech cohomology groups for compact Hausdorff spaces, and coincide with singular cohomology groups for locally finite complexes.".
- Alexander–Spanier_cohomology wikiPageID "694843".
- Alexander–Spanier_cohomology wikiPageRevisionID "590333253".
- Alexander–Spanier_cohomology authorlink "Edwin Henry Spanier".
- Alexander–Spanier_cohomology authorlink "James_Waddell_Alexander_II".
- Alexander–Spanier_cohomology first "E. H.".
- Alexander–Spanier_cohomology first "J. W.".
- Alexander–Spanier_cohomology last "Alexander".
- Alexander–Spanier_cohomology last "Spanier".
- Alexander–Spanier_cohomology year "1935".
- Alexander–Spanier_cohomology year "1948".
- Alexander–Spanier_cohomology subject Category:Algebraic_topology.
- Alexander–Spanier_cohomology subject Category:Cohomology_theories.
- Alexander–Spanier_cohomology subject Category:Duality_theories.
- Alexander–Spanier_cohomology subject Category:Homology_theory.
- Alexander–Spanier_cohomology comment "In mathematics, particularly in algebraic topology, Alexander–Spanier cohomology is a cohomology theory for topological spaces, introduced by J. W. Alexander (1935) for the special case of compact metric spaces, and by E. H. Spanier (1948) for all topological spaces, based on a suggestion of A. D. Wallace.".
- Alexander–Spanier_cohomology label "Alexander–Spanier cohomology".
- Alexander–Spanier_cohomology sameAs Alexander%E2%80%93Spanier_cohomology.
- Alexander–Spanier_cohomology sameAs Q4143007.
- Alexander–Spanier_cohomology sameAs Q4143007.
- Alexander–Spanier_cohomology wasDerivedFrom Alexander–Spanier_cohomology?oldid=590333253.