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NOETHER (ARTIN) CLASSICAL QUOTIENT RINGS OF DUO RINGS AND PROJECTIVITY AND INJECTIVITY OF SIMPLE MODULES OVER DUO RINGS

NOETHER (ARTIN) CLASSICAL QUOTIENT RINGS OF DUO RINGS AND PROJECTIVITY AND INJECTIVITY OF SIMPLE MODULES OVER DUO RINGS
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摘要 We call a fight injective module E_R Σ(△)-injective if the right annihilators of E_R in R satisfy ascending (descending)chain condition. And a ring R with identity is called a Duo ring if every one-sided ideal is a two-sided ideal. A ring is called a right Σ(△)ring if
作者 郭善良
出处 《Chinese Science Bulletin》 SCIE EI CAS 1992年第10期877-878,共2页
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