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- Eckmann–Hilton_argument abstract "In mathematics, the Eckmann–Hilton argument (or Eckmann–Hilton principle or Eckmann–Hilton theorem) is an argument about two monoid structures on a set where one is a homomorphism for the other. Given this, the structures can be shown to coincide, and the resulting monoid demonstrated to be commutative. This can then be used to prove the commutativity of the higher homotopy groups. The principle is named after Beno Eckmann and Peter Hilton, who used it in a 1962 paper.".
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- Eckmann–Hilton_argument wikiPageWikiLink Algebra_over_a_field.
- Eckmann–Hilton_argument wikiPageWikiLink Argument.
- Eckmann–Hilton_argument wikiPageWikiLink Beno_Eckmann.
- Eckmann–Hilton_argument wikiPageWikiLink Category:Category_theory.
- Eckmann–Hilton_argument wikiPageWikiLink Commutative_property.
- Eckmann–Hilton_argument wikiPageWikiLink Crossed_module.
- Eckmann–Hilton_argument wikiPageWikiLink Double_category.
- Eckmann–Hilton_argument wikiPageWikiLink European_Mathematical_Society.
- Eckmann–Hilton_argument wikiPageWikiLink Groupoid.
- Eckmann–Hilton_argument wikiPageWikiLink Homomorphism.
- Eckmann–Hilton_argument wikiPageWikiLink Homotopy_group.
- Eckmann–Hilton_argument wikiPageWikiLink Interchange_law.
- Eckmann–Hilton_argument wikiPageWikiLink Mathematics.
- Eckmann–Hilton_argument wikiPageWikiLink Mathematische_Annalen.
- Eckmann–Hilton_argument wikiPageWikiLink Monoid.
- Eckmann–Hilton_argument wikiPageWikiLink Peter_Hilton.
- Eckmann–Hilton_argument wikiPageWikiLink Ronald_Brown_(mathematician).
- Eckmann–Hilton_argument wikiPageWikiLink Set_(mathematics).
- Eckmann–Hilton_argument wikiPageWikiLink Singular_homology.
- Eckmann–Hilton_argument wikiPageWikiLink Structure_(category_theory).
- Eckmann–Hilton_argument wikiPageWikiLink Witold_Hurewicz.
- Eckmann–Hilton_argument wikiPageWikiLink Čech.
- Eckmann–Hilton_argument wikiPageWikiLink File:Eckman_hilton_clock.svg.
- Eckmann–Hilton_argument wikiPageWikiLinkText "Eckmann–Hilton argument".
- Eckmann–Hilton_argument wikiPageUsesTemplate Template:Citation.
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- Eckmann–Hilton_argument wikiPageUsesTemplate Template:For.
- Eckmann–Hilton_argument wikiPageUsesTemplate Template:Says_who.
- Eckmann–Hilton_argument subject Category:Category_theory.
- Eckmann–Hilton_argument hypernym Argument.
- Eckmann–Hilton_argument type Function.
- Eckmann–Hilton_argument type Redirect.
- Eckmann–Hilton_argument comment "In mathematics, the Eckmann–Hilton argument (or Eckmann–Hilton principle or Eckmann–Hilton theorem) is an argument about two monoid structures on a set where one is a homomorphism for the other. Given this, the structures can be shown to coincide, and the resulting monoid demonstrated to be commutative. This can then be used to prove the commutativity of the higher homotopy groups. The principle is named after Beno Eckmann and Peter Hilton, who used it in a 1962 paper.".
- Eckmann–Hilton_argument label "Eckmann–Hilton argument".
- Eckmann–Hilton_argument sameAs Q5332932.
- Eckmann–Hilton_argument sameAs Argumento_de_Eckmann-Hilton.
- Eckmann–Hilton_argument sameAs m.02gkt1.
- Eckmann–Hilton_argument sameAs Q5332932.
- Eckmann–Hilton_argument wasDerivedFrom Eckmann–Hilton_argument?oldid=690021840.
- Eckmann–Hilton_argument isPrimaryTopicOf Eckmann–Hilton_argument.