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In this paper, we characterize the structure of group graded primitive rings having minimal graded one-sided ideals in terms of graded dual modules. We also show that two structure representations of this class of graded primitive rings are both in a sense uniquely determined by the graded primitive rings considered. 相似文献
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Yong Zhang 《Transactions of the American Mathematical Society》2002,354(10):4131-4151
We start by discussing general necessary and sufficient conditions for a module extension Banach algebra to be -weakly amenable, for . Then we investigate various special cases. All these case studies finally provide us with a way to construct an example of a weakly amenable Banach algebra which is not -weakly amenable. This answers an open question raised by H. G. Dales, F. Ghahramani and N. Grønbæk.
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