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- Nil_ideal abstract "In mathematics, more specifically ring theory, a left, right or two-sided ideal of a ring is said to be a nil ideal if each of its elements is nilpotent.The nilradical of a commutative ring is an example of a nil ideal; in fact, it is the ideal of the ring maximal with respect to the property of being nil. Unfortunately the set of nil elements does not always form an ideal for noncommutative rings. Nil ideals are still associated with interesting open questions, especially the unsolved Köthe conjecture.".
- Nil_ideal wikiPageExternalLink ICM_Vol_2_12.pdf.
- Nil_ideal wikiPageID "3100140".
- Nil_ideal wikiPageLength "4857".
- Nil_ideal wikiPageOutDegree "23".
- Nil_ideal wikiPageRevisionID "640430131".
- Nil_ideal wikiPageWikiLink Artinian_ring.
- Nil_ideal wikiPageWikiLink Category:Ideals.
- Nil_ideal wikiPageWikiLink Commutative_ring.
- Nil_ideal wikiPageWikiLink European_Mathematical_Society.
- Nil_ideal wikiPageWikiLink Glossary_of_ring_theory.
- Nil_ideal wikiPageWikiLink Ideal_(ring_theory).
- Nil_ideal wikiPageWikiLink Jacobson_radical.
- Nil_ideal wikiPageWikiLink Köthe_conjecture.
- Nil_ideal wikiPageWikiLink Levitzkys_theorem.
- Nil_ideal wikiPageWikiLink Mathematics.
- Nil_ideal wikiPageWikiLink Nilpotent.
- Nil_ideal wikiPageWikiLink Nilpotent_ideal.
- Nil_ideal wikiPageWikiLink Nilradical_of_a_ring.
- Nil_ideal wikiPageWikiLink Noetherian_ring.
- Nil_ideal wikiPageWikiLink Noncommutative_ring.
- Nil_ideal wikiPageWikiLink Ring_(mathematics).
- Nil_ideal wikiPageWikiLink Ring_theory.
- Nil_ideal wikiPageWikiLinkText "Nil ideal".
- Nil_ideal wikiPageWikiLinkText "nil ideal".
- Nil_ideal wikiPageWikiLinkText "nil".
- Nil_ideal wikiPageUsesTemplate Template:Citation.
- Nil_ideal wikiPageUsesTemplate Template:Harv.
- Nil_ideal wikiPageUsesTemplate Template:Reflist.
- Nil_ideal wikiPageUsesTemplate Template:Sfn.
- Nil_ideal subject Category:Ideals.
- Nil_ideal hypernym Nilpotent.
- Nil_ideal comment "In mathematics, more specifically ring theory, a left, right or two-sided ideal of a ring is said to be a nil ideal if each of its elements is nilpotent.The nilradical of a commutative ring is an example of a nil ideal; in fact, it is the ideal of the ring maximal with respect to the property of being nil. Unfortunately the set of nil elements does not always form an ideal for noncommutative rings.".
- Nil_ideal label "Nil ideal".
- Nil_ideal sameAs Q453275.
- Nil_ideal sameAs Nilideal.
- Nil_ideal sameAs אידאל_נילי.
- Nil_ideal sameAs Ideal_nil.
- Nil_ideal sameAs m.07k5n2q.
- Nil_ideal sameAs Q453275.
- Nil_ideal wasDerivedFrom Nil_ideal?oldid=640430131.
- Nil_ideal isPrimaryTopicOf Nil_ideal.