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- Whitney_conditions abstract "In differential topology, a branch of mathematics, the Whitney conditions are conditions on a pair of submanifolds of a manifold introduced by Hassler Whitney in 1965. A finite filtration by closed subsets Fi of a smooth manifold such that the difference between successive members Fi and F(i − 1) of the filtration is either empty or a smooth submanifold of dimension i, is called a stratification. The connected components of the difference Fi − F(i − 1) are the strata of dimension i. A stratification is called a Whitney stratification if all pairs of strata satisfy the Whitney conditions A and B, as defined below.".
- Whitney_conditions wikiPageExternalLink S0002-9904-1969-12138-5.
- Whitney_conditions wikiPageExternalLink notes_on_topological_stability.pdf.
- Whitney_conditions wikiPageID "9322242".
- Whitney_conditions wikiPageLength "5546".
- Whitney_conditions wikiPageOutDegree "30".
- Whitney_conditions wikiPageRevisionID "626268043".
- Whitney_conditions wikiPageWikiLink Category:Differential_topology.
- Whitney_conditions wikiPageWikiLink Category:Singularity_theory.
- Whitney_conditions wikiPageWikiLink David_Trotman.
- Whitney_conditions wikiPageWikiLink Differential_topology.
- Whitney_conditions wikiPageWikiLink Filtration_(mathematics).
- Whitney_conditions wikiPageWikiLink Generic_property.
- Whitney_conditions wikiPageWikiLink Hassler_Whitney.
- Whitney_conditions wikiPageWikiLink Heisuke_Hironaka.
- Whitney_conditions wikiPageWikiLink Jagellonian_University.
- Whitney_conditions wikiPageWikiLink Jagiellonian_University.
- Whitney_conditions wikiPageWikiLink John_Mather_(mathematician).
- Whitney_conditions wikiPageWikiLink John_N._Mather.
- Whitney_conditions wikiPageWikiLink Manifold.
- Whitney_conditions wikiPageWikiLink Marston_Morse.
- Whitney_conditions wikiPageWikiLink Mathematics.
- Whitney_conditions wikiPageWikiLink O-minimal_structure.
- Whitney_conditions wikiPageWikiLink O-minimal_theory.
- Whitney_conditions wikiPageWikiLink René_Thom.
- Whitney_conditions wikiPageWikiLink Semialgebraic_set.
- Whitney_conditions wikiPageWikiLink Subanalytic_set.
- Whitney_conditions wikiPageWikiLink Submanifold.
- Whitney_conditions wikiPageWikiLink Thom–Mather_stratified_space.
- Whitney_conditions wikiPageWikiLink Topologically_stratified_space.
- Whitney_conditions wikiPageWikiLink Transversality_theorem.
- Whitney_conditions wikiPageWikiLink Whitney_stratified_space.
- Whitney_conditions wikiPageWikiLinkText "Whitney conditions".
- Whitney_conditions wikiPageWikiLinkText "Whitney stratified sets".
- Whitney_conditions wikiPageWikiLinkText "Whitney stratified space".
- Whitney_conditions wikiPageWikiLinkText "Whitney stratified spaces".
- Whitney_conditions wikiPageWikiLinkText "Whitney's conditions A and B".
- Whitney_conditions wikiPageWikiLinkText "conditions".
- Whitney_conditions hasPhotoCollection Whitney_conditions.
- Whitney_conditions wikiPageUsesTemplate Template:Reflist.
- Whitney_conditions subject Category:Differential_topology.
- Whitney_conditions subject Category:Singularity_theory.
- Whitney_conditions hypernym Conditions.
- Whitney_conditions type Disease.
- Whitney_conditions type Physic.
- Whitney_conditions comment "In differential topology, a branch of mathematics, the Whitney conditions are conditions on a pair of submanifolds of a manifold introduced by Hassler Whitney in 1965. A finite filtration by closed subsets Fi of a smooth manifold such that the difference between successive members Fi and F(i − 1) of the filtration is either empty or a smooth submanifold of dimension i, is called a stratification. The connected components of the difference Fi − F(i − 1) are the strata of dimension i.".
- Whitney_conditions label "Whitney conditions".
- Whitney_conditions sameAs m.0284jyk.
- Whitney_conditions sameAs Q7996761.
- Whitney_conditions sameAs Q7996761.
- Whitney_conditions wasDerivedFrom Whitney_conditions?oldid=626268043.
- Whitney_conditions isPrimaryTopicOf Whitney_conditions.