In this paper we have shown that if G is a finite group, R a G-graded ring and W an R-module then W is a Noetherian R-module iff W is a Noetherian R(e)-module, aud the Noetherian R-module is equal to the Noetherian R(e)-module about W.
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本文证明了:当G是有限群时;G-分级环;R-模W是Noether模与W是NoetherR(e)-模等价;且相同.
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