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1)  S-IP-injective ring
S-IP-内射环
1.
In this note, we introduce the concept of right S-IP-injective rings, i.
对环R的一个子集S,我们引进了S-IP-内射环的概念,即满足S(?)ip(R_R)的环。
2)  IP-injective ring
IP-内射环
1.
A concept of GIN-modules was introduced,its some equivalent characterizations were studied,and some results of IP-injective ring and quasi-P-injective module were generalized.
引入GIN-模的概念,研究GIN-模的等价刻画和性质,推广IP-内射环及拟P-内射模的一些结果。
2.
We introduce the concept of WIP-injective ring,and give its some equivalent characterizations and properties.
引入WIP-内射环的概念,给出了WIP-内射环的等价刻画和性质,并研究了其与单J-内射环,P-内射环,IP-内射环之间的关系。
3.
Some equivalent conditions of IP-injective ring and self injective ring,P-injective ring,C_2-ring,QF ring are given under condition(P).
给出了条件(P)下IP-内射环与自内射环、P-内射环、C2-环及QF环的等价条件。
3)  IP-quasi-injective module
IP拟内射模
4)  S-injective module
S-内射模
1.
Through the introduction of the notion of S-injective module: let E be a leftR-module, if Ext_R~1(N,E) = 0 for any N∈S, we study some important propertiesabout generalized injective module.
本文通过引入S-内射模的概念:设E是左R-模,若对任何N∈S,有Ext_R~1(N,E) = 0,则E称为S-内射模。
5)  S-injective envelope
S-内射包
1.
In chapter one, section three, we introduce the notion of S-essential extension of module, and then define S-injective envelope on that basis,and we obtain a series of properties about S-injective envelope.
第一章第三节引入了S-本性扩张的概念,在此基础上定义了S-内射包,并得到了S-内射包的一系列性质。
6)  (m,s)-injective modules
(m,s)-内射模
补充资料:惜别行送刘仆射判官(仆射乃其主将刘乃仆射
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全唐诗:卷234_12
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