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I半π正则环
引用本文:廖芳芳,陈建龙.I半π正则环[J].东北数学,2007,23(1):51-62.
作者姓名:廖芳芳  陈建龙
作者单位:Department of Mathematics Southeast University,Nanjing,210096,Department of Mathematics,Southeast University,Nanjing,210096
基金项目:国家自然科学基金 , 国家自然科学基金 , 教育部高等学校优秀青年教师教学科研奖励计划
摘    要:Let R be a ring and I an ideal of R.A ring R is called I-semi-π-regular if R/I isπ-regular and idempotents of R can be strongly lifted modulo I.Charac- terizations of I-semi-π-regular rings are given and relations between semi-π-regular rings and semiregular rings are explored.

关 键 词:I-semi-π-regular  ring  semi-π-regular  ring  semiregular  ring  I-semiresular  ring  strongly  lifting
文章编号:1000-1778(2007)01-0051-12
修稿时间:2005年12月7日

I-semi-π-regular Rings
LIAO Fang-fang,CHEN Jian-long.I-semi-π-regular Rings[J].Northeastern Mathematical Journal,2007,23(1):51-62.
Authors:LIAO Fang-fang  CHEN Jian-long
Abstract:Let R be a ring and I an ideal of R. A ring Ris called I-semi-π-regular if R/I is π-regular and idempotents of R can be strongly lifted modulo I. Characterizations of I-semi-π-regular rings are given and relations between semi-π-regular rings and semiregular rings are explored.
Keywords:I-semi-π-regular ring  semi-π-regular ring  semiregular ring  I-semiregular ring  strongly lifting
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