Quasi-Frobenius ring
In mathematics, especially ring theory, the class of Frobenius rings and their generalizations are the extension of work done on Frobenius algebras. Perhaps the most important generalization is that of quasi-Frobenius rings (QF rings), which are in turn generalized by right pseudo-Frobenius rings (PF rings) and right finitely pseudo-Frobenius rings (FPF rings). Other diverse generalizations of quasi-Frobenius rings include QF-1, QF-2 and QF-3 rings.
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Quasi-Frobenius ring
In mathematics, especially ring theory, the class of Frobenius rings and their generalizations are the extension of work done on Frobenius algebras. Perhaps the most important generalization is that of quasi-Frobenius rings (QF rings), which are in turn generalized by right pseudo-Frobenius rings (PF rings) and right finitely pseudo-Frobenius rings (FPF rings). Other diverse generalizations of quasi-Frobenius rings include QF-1, QF-2 and QF-3 rings.
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In mathematics, especially rin ...... J. Nesbitt, and R. M. Thrall.
@en
Un anneau est appelé quasi-Fro ...... roite (resp. à gauche) simple.
@fr
数学、とくに環論において、フロベニウス環 (Frobeniu ...... パイオニアたちを部分的に挙げれば、、森田紀一、中山正、, 。
@ja
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In mathematics, especially rin ...... ude QF-1, QF-2 and QF-3 rings.
@en
Un anneau est appelé quasi-Fro ...... roite (resp. à gauche) simple.
@fr
数学、とくに環論において、フロベニウス環 (Frobeniu ...... パイオニアたちを部分的に挙げれば、、森田紀一、中山正、, 。
@ja
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Anneau quasi-Frobenius
@fr
Quasi-Frobenius ring
@en
準フロベニウス環
@ja