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《Journal of Anhui Normal University(Natural Science)》 2014-01
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The G-morphic Property of Subring-Extension

JIANG Cui-cui;CHU Mao-quan;College of Mathematics and Computer Science, Anhui Normal University;  
In this paper, the G-morphic property of the subring-extension C∝ R is studied. The following results are obtained:(1)if C∝ R is left G-morphic, then both C and R are left G-morphic.(2)For a ring R, an element a in R is left G-morphic(a,0) in R∝ R is left G-morphic(0,a)in R∝ R is leftG-morphic.
【CateGory Index】: O153.3
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1 ZHANG Li-ting (College of Science,Hangzhou Normal University,Hangzhou 310036,China);On ML-Rings[J];Journal of Xinyang Normal University(Natural Science Edition);2012-01
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