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分次环的Smash积的自内射性
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作者 朱彬 《怀化学院学报》 1994年第5期24-29,共6页
本文利用分次环与带群作用的环的对偶定理讨论了分次环的Smash积的链条件、半单性、自内射性、正则性.主要证明了:R#G是自内射环(?)R是自内射环(?)R是分次自内射环.
关键词 SMASH积 自内射性 正则
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Dual pairs of tilting pairs
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作者 廖贻华 陈建龙 《Journal of Southeast University(English Edition)》 EI CAS 2011年第3期347-350,共4页
A module pair (C, T) over an Artin algebra A is called a tilting pair if both C and T are selforthogonal modules and the conditions T e ada C and C ∈ add T hold. The duality on a tilting pair is investigated to dis... A module pair (C, T) over an Artin algebra A is called a tilting pair if both C and T are selforthogonal modules and the conditions T e ada C and C ∈ add T hold. The duality on a tilting pair is investigated to discuss the condition under which the dual of a tilting pair is also a tilting pair. A necessary and sufficient condition of (D(7), D(C) ) being an n-tilting pair over an Artin algebra for an n-tilting pair ( C, 7) is given. And, a necessary and sufficient condition of ( T^*, C^* ) being an ntilting pair over a selfinjective Artin algebra for an n-tilting pair (C, 7) is also given. 展开更多
关键词 selforthogonal module selfinjective dual module tilting pair
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CoHopficity of Self-Injective Rings
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作者 郝志峰 冯良贵 《Journal of Mathematical Research and Exposition》 CSCD 北大核心 2001年第2期203-206,共4页
It is shown that a self-injective ring R is coHofian ring if and only if R has stable range one. This answers the open problem 5 of Varadarajian in [9] for self- injective ring R,i.e.,Mn(R) is coHopfian for coHopfian ... It is shown that a self-injective ring R is coHofian ring if and only if R has stable range one. This answers the open problem 5 of Varadarajian in [9] for self- injective ring R,i.e.,Mn(R) is coHopfian for coHopfian ring R. As a consequence of we answer problem of Goodeal in the affirmative in [3], for self-injective regular rings. 展开更多
关键词 coHopfian rings self-injective rings stable range one.
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