| Smash积为单环,素环,本原环的充要条件 |
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| 引用本文： | 方洪锦,蔡传仁.Smash积为单环,素环,本原环的充要条件[J].数学杂志,1994,14(4):481-485. |
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| 作者姓名： | 方洪锦 蔡传仁 |
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| 作者单位： | 扬州师范学院 |
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| 摘 要： | 本文对任意群Ｇ及任意的Ｇ－分环次Ａ（不必含有单位元），讨论了Ａ与Ｓｍａｓｈ积Ａ＃Ｇ＾的相关性质，给出了环Ａ＃Ｇ是单环，素环及本原环的刻划。
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| 关 键 词： | 分次环 Smash积 单环 素环 本原环 |
NECESSAY AND SUFFICIENT CONDITI0N FOR SWASH PRODUCT BEING SIMPLE PRIME OR PRIMTIVE RING |
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| Fang HongjinCai Chuanren,Chen Huixiang.NECESSAY AND SUFFICIENT CONDITI0N FOR SWASH PRODUCT BEING SIMPLE PRIME OR PRIMTIVE RING[J].Journal of Mathematics,1994,14(4):481-485. |
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| Authors: | Fang HongjinCai Chuanren Chen Huixiang |
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| Abstract: | For any group G and any G-graded ring A(not necessarily with identity)we discuss the related properties of A and smash product It is given that characteristics for being a simple, prime and primitive ring resp-ectively. |
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| Keywords: | graded r1ng smash product graded primtive ring |
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