Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Algebraic_element> ?p ?o }
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- Algebraic_element abstract "In mathematics, if L is a field extension of K, then an element a of L is called an algebraic element over K, or just algebraic over K, if there exists some non-zero polynomial g(x) with coefficients in K such that g(a)=0. Elements of L which are not algebraic over K are called transcendental over K.These notions generalize the algebraic numbers and the transcendental numbers (where the field extension is C/Q, C being the field of complex numbers and Q being the field of rational numbers).".
- Algebraic_element wikiPageID "186291".
- Algebraic_element wikiPageLength "2686".
- Algebraic_element wikiPageOutDegree "18".
- Algebraic_element wikiPageRevisionID "684136130".
- Algebraic_element wikiPageWikiLink Algebraic_independence.
- Algebraic_element wikiPageWikiLink Algebraic_number.
- Algebraic_element wikiPageWikiLink Algebraically_closed_field.
- Algebraic_element wikiPageWikiLink Category:Abstract_algebra.
- Algebraic_element wikiPageWikiLink Coefficient.
- Algebraic_element wikiPageWikiLink Complex_number.
- Algebraic_element wikiPageWikiLink Dimension_(vector_space).
- Algebraic_element wikiPageWikiLink Field_extension.
- Algebraic_element wikiPageWikiLink Mathematics.
- Algebraic_element wikiPageWikiLink Minimal_polynomial_(field_theory).
- Algebraic_element wikiPageWikiLink Pi.
- Algebraic_element wikiPageWikiLink Polynomial.
- Algebraic_element wikiPageWikiLink Rational_number.
- Algebraic_element wikiPageWikiLink Real_number.
- Algebraic_element wikiPageWikiLink Square_root_of_2.
- Algebraic_element wikiPageWikiLink Transcendental_number.
- Algebraic_element wikiPageWikiLink Vector_space.
- Algebraic_element wikiPageWikiLinkText "Algebraic element".
- Algebraic_element wikiPageWikiLinkText "Transcendental element".
- Algebraic_element wikiPageWikiLinkText "algebraic element".
- Algebraic_element wikiPageWikiLinkText "algebraic".
- Algebraic_element wikiPageWikiLinkText "transcendental".
- Algebraic_element wikiPageUsesTemplate Template:Lang_Algebra.
- Algebraic_element wikiPageUsesTemplate Template:No_footnotes.
- Algebraic_element subject Category:Abstract_algebra.
- Algebraic_element hypernym Extension.
- Algebraic_element type Software.
- Algebraic_element comment "In mathematics, if L is a field extension of K, then an element a of L is called an algebraic element over K, or just algebraic over K, if there exists some non-zero polynomial g(x) with coefficients in K such that g(a)=0. Elements of L which are not algebraic over K are called transcendental over K.These notions generalize the algebraic numbers and the transcendental numbers (where the field extension is C/Q, C being the field of complex numbers and Q being the field of rational numbers).".
- Algebraic_element label "Algebraic element".
- Algebraic_element sameAs Q162608.
- Algebraic_element sameAs Element_algebraic.
- Algebraic_element sameAs Algebraický_prvek.
- Algebraic_element sameAs Algebraisches_Element.
- Algebraic_element sameAs Αλγεβρικό_στοιχείο.
- Algebraic_element sameAs Algebra_ero.
- Algebraic_element sameAs Elemento_algebraico.
- Algebraic_element sameAs Élément_algébrique.
- Algebraic_element sameAs איבר_אלגברי.
- Algebraic_element sameAs 代数的な元.
- Algebraic_element sameAs Algebraïsch_element.
- Algebraic_element sameAs Element_algebraiczny.
- Algebraic_element sameAs Elemento_algébrico.
- Algebraic_element sameAs m.019g7m.
- Algebraic_element sameAs Алгебричний_елемент.
- Algebraic_element sameAs Q162608.
- Algebraic_element wasDerivedFrom Algebraic_element?oldid=684136130.
- Algebraic_element isPrimaryTopicOf Algebraic_element.