Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Jordan–Chevalley_decomposition> ?p ?o }
Showing triples 1 to 51 of
51
with 100 triples per page.
- Jordan–Chevalley_decomposition abstract "In mathematics, the Jordan–Chevalley decomposition, named after Camille Jordan and Claude Chevalley, expresses a linear operator as the sum of its commuting semisimple part and its nilpotent parts. The multiplicative decomposition expresses an invertible operator as the product of its commuting semisimple and unipotent parts. The decomposition is important in the study of algebraic groups. The decomposition is easy to describe when the Jordan normal form of the operator is given, but it exists under weaker hypotheses than the existence of a Jordan normal form.".
- Jordan–Chevalley_decomposition wikiPageExternalLink recherche?nci=SSL_1954-1955__1__A9_0&format=short.
- Jordan–Chevalley_decomposition wikiPageID "11578785".
- Jordan–Chevalley_decomposition wikiPageLength "7682".
- Jordan–Chevalley_decomposition wikiPageOutDegree "22".
- Jordan–Chevalley_decomposition wikiPageRevisionID "609980581".
- Jordan–Chevalley_decomposition wikiPageWikiLink Algebraic_group.
- Jordan–Chevalley_decomposition wikiPageWikiLink Algebraically_closed_field.
- Jordan–Chevalley_decomposition wikiPageWikiLink Camille_Jordan.
- Jordan–Chevalley_decomposition wikiPageWikiLink Category:Algebraic_groups.
- Jordan–Chevalley_decomposition wikiPageWikiLink Category:Lie_algebras.
- Jordan–Chevalley_decomposition wikiPageWikiLink Category:Linear_algebra.
- Jordan–Chevalley_decomposition wikiPageWikiLink Category:Matrix_decompositions.
- Jordan–Chevalley_decomposition wikiPageWikiLink Claude_Chevalley.
- Jordan–Chevalley_decomposition wikiPageWikiLink Diagonalizable_matrix.
- Jordan–Chevalley_decomposition wikiPageWikiLink George_Mostow.
- Jordan–Chevalley_decomposition wikiPageWikiLink Ground_field.
- Jordan–Chevalley_decomposition wikiPageWikiLink Iwasawa_decomposition.
- Jordan–Chevalley_decomposition wikiPageWikiLink Jordan_normal_form.
- Jordan–Chevalley_decomposition wikiPageWikiLink Linear_map.
- Jordan–Chevalley_decomposition wikiPageWikiLink Nilpotent.
- Jordan–Chevalley_decomposition wikiPageWikiLink Perfect_field.
- Jordan–Chevalley_decomposition wikiPageWikiLink Semi-simple_operator.
- Jordan–Chevalley_decomposition wikiPageWikiLink Semisimple_Lie_algebra.
- Jordan–Chevalley_decomposition wikiPageWikiLink Vector_space.
- Jordan–Chevalley_decomposition wikiPageWikiLinkText "Jordan decomposition".
- Jordan–Chevalley_decomposition wikiPageWikiLinkText "Jordan–Chevalley decomposition".
- Jordan–Chevalley_decomposition wikiPageUsesTemplate Template:Citation.
- Jordan–Chevalley_decomposition wikiPageUsesTemplate Template:Harv.
- Jordan–Chevalley_decomposition wikiPageUsesTemplate Template:Lang_Algebra.
- Jordan–Chevalley_decomposition subject Category:Algebraic_groups.
- Jordan–Chevalley_decomposition subject Category:Lie_algebras.
- Jordan–Chevalley_decomposition subject Category:Linear_algebra.
- Jordan–Chevalley_decomposition subject Category:Matrix_decompositions.
- Jordan–Chevalley_decomposition type Group.
- Jordan–Chevalley_decomposition type Algebra.
- Jordan–Chevalley_decomposition type Decomposition.
- Jordan–Chevalley_decomposition type Group.
- Jordan–Chevalley_decomposition type Redirect.
- Jordan–Chevalley_decomposition type Variety.
- Jordan–Chevalley_decomposition comment "In mathematics, the Jordan–Chevalley decomposition, named after Camille Jordan and Claude Chevalley, expresses a linear operator as the sum of its commuting semisimple part and its nilpotent parts. The multiplicative decomposition expresses an invertible operator as the product of its commuting semisimple and unipotent parts. The decomposition is important in the study of algebraic groups.".
- Jordan–Chevalley_decomposition label "Jordan–Chevalley decomposition".
- Jordan–Chevalley_decomposition sameAs Q1631086.
- Jordan–Chevalley_decomposition sameAs Descomposició_de_Jordan–Chevalley.
- Jordan–Chevalley_decomposition sameAs Jordan-Chevalley-Zerlegung.
- Jordan–Chevalley_decomposition sameAs Décomposition_de_Dunford.
- Jordan–Chevalley_decomposition sameAs xd7xa4xd7x99xd7xa8xd7x95xd7xa7_xd7x96xd7x95xd7xa8xd7x93xd7x9f_(xd7x90xd7x9cxd7x92xd7x91xd7xa8xd7xaa_xd7x9cxd7x99).
- Jordan–Chevalley_decomposition sameAs m.02rjx0r.
- Jordan–Chevalley_decomposition sameAs Q1631086.
- Jordan–Chevalley_decomposition wasDerivedFrom Jordan–Chevalley_decomposition?oldid=609980581.
- Jordan–Chevalley_decomposition isPrimaryTopicOf Jordan–Chevalley_decomposition.