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- Regular_extension abstract "In field theory, a branch of algebra, a field extension is said to be regular if k is algebraically closed in L and L is separable over k, or equivalently, is an integral domain when is the algebraic closure of (that is, to say, are linearly disjoint over k).".
- Regular_extension wikiPageExternalLink ISBN978-4-7853-1309-8.htm.
- Regular_extension wikiPageID "26047190".
- Regular_extension wikiPageRevisionID "565962759".
- Regular_extension hasPhotoCollection Regular_extension.
- Regular_extension subject Category:Field_theory.
- Regular_extension comment "In field theory, a branch of algebra, a field extension is said to be regular if k is algebraically closed in L and L is separable over k, or equivalently, is an integral domain when is the algebraic closure of (that is, to say, are linearly disjoint over k).".
- Regular_extension label "Regular extension".
- Regular_extension sameAs m.0b6fhd5.
- Regular_extension sameAs Q7309599.
- Regular_extension sameAs Q7309599.
- Regular_extension wasDerivedFrom Regular_extension?oldid=565962759.
- Regular_extension isPrimaryTopicOf Regular_extension.