1) n-morphic ring
n-morphic环
1.
This article introduces the n-morphic rings.
文章介绍了一类特殊的π-morphic环n-morphic环,即任意n-morphic环都是π-morphic环,但反之则不然。
2) morphic ring
morphic环
1.
Then we give some characteristics about strong regularity and the relation between left morphic rings,right morphic rings and morphic rings.
证明了环为强正则环当且仅当它为约化的左P-内射的左morphic环,同时给出了左morphic环及右morphic环的强正则性以及它们与morphic环之间的关系。
2.
We show some relations of morphic ring,G-morphic ring,PP-ring,GPP-ring,Bear ring and regular ring.
讨论了morphic环,G-morphic环,PP环,GPP环,Bear环与正则环之间的关系。
3.
The aim of this paper is research some properties of Morphic rings.
文章研究了M orphic环的一些性质,证明了:(1)约化的Morphic环是左(右)遗传的;(2)约化环R是Morphic环■M∈MR,M是平坦模;(3)约化环R是Morphic环■每个循环左R-模是GP-内射的R是左PP环和左GP-内射环。
3) morphic rings
morphic环
1.
The authors discuss the favorable properties of morphic rings in reduced condition,and its relationship with other classes of rings as well.
讨论了在约化的条件下morphic环的一些良好性质,以及morphic环和其他环类之间的关系。
4) G-morphic ring
G-morphic环
1.
The following results have been given: let R be a ring and G be a locally finite group,if the group ring RG is a left G-morphic ring,then R is a left G-morphic ring;if the group ring RH is a left G-morphic ring for every finite subgroup H of G,then the group ring RG is a left G-morphic ring.
本文讨论了左G-morphic群环RG的性质,主要证明了以下结果:设R是一个环,G是一个局部有限群,如果群环RG是左G-morphic环,那么R是左G-morphic环;如果对G的每个有限子群H,群环RH是左G-morphic环,那么群环RG是左G-morphic环。
2.
We show some relations of morphic ring,G-morphic ring,PP-ring,GPP-ring,Bear ring and regular ring.
讨论了morphic环,G-morphic环,PP环,GPP环,Bear环与正则环之间的关系。
5) right P-morphic ring
右P-morphic环
1.
This paper makes more studies on strongly right CF rings,gives a new characterization of right special rings and generalizes a known result on right P-morphic rings.
对强右CF环做了进一步研究,给出了右special环的一个新的等价刻画,并改进了右P-morphic环的一个已知结果。
6) left G-morphic ring
左G-morphic环
1.
Moreover,we show that: If R is a left G-morphic ring,the same is true of eRe for every idempotent e∈R;Every unit π-regular ring is a left(right) G-morphic ring;Every left G-morphic ring is a right GP-injective ring.
我们给出了G-morphic环的定义,证明了如下主要结果:对R中的任意幂等元e,如果R是左G-morphic环,则eRe也是左G-morphic环;每一个幺π-正则环是左(右)G-morphic环;每一个左G-morphic环是右GP-内射环。
补充资料：[3-(aminosulfonyl)-4-chloro-N-(2.3-dihydro-2-methyl-1H-indol-1-yl)benzamide]
分子式：C16H16ClN3O3S
分子量：365.5
CAS号：26807-65-8
性质：暂无
制备方法：暂无
用途：用于轻、中度原发性高血压。
分子量：365.5
CAS号：26807-65-8
性质：暂无
制备方法：暂无
用途：用于轻、中度原发性高血压。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条