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- Köthe_conjecture abstract "In mathematics, the Köthe conjecture is a problem in ring theory, open as of 2010. It is formulated in various ways. Suppose that R is a ring. One way to state the conjecture is that if R has no nil ideal, other than {0}, then it has no nil one-sided ideal, other than {0}. This question was posed in 1930 by Gottfried Köthe (1905–1989). The Köthe conjecture has been shown to be true for various classes of rings, such as polynomial identity rings and right Noetherian rings, but a general solution remains elusive.".
- Köthe_conjecture wikiPageID "3100105".
- Köthe_conjecture wikiPageRevisionID "544189471".
- Köthe_conjecture subject Category:Conjectures.
- Köthe_conjecture subject Category:Ring_theory.
- Köthe_conjecture comment "In mathematics, the Köthe conjecture is a problem in ring theory, open as of 2010. It is formulated in various ways. Suppose that R is a ring. One way to state the conjecture is that if R has no nil ideal, other than {0}, then it has no nil one-sided ideal, other than {0}. This question was posed in 1930 by Gottfried Köthe (1905–1989).".
- Köthe_conjecture label "Köthe conjecture".
- Köthe_conjecture sameAs K%C3%B6the_conjecture.
- Köthe_conjecture sameAs Q6454025.
- Köthe_conjecture sameAs Q6454025.
- Köthe_conjecture wasDerivedFrom Köthe_conjecture?oldid=544189471.