1) general idle period
广义闲期
2) general busy period
广义忙期
3) general period
广义周期
1.
In this paper, some properties of general period for linear codes are studied and its algebraic structures are prelimnarily constructed.
对线性码广义周期的一些性质作了研究,初步建立了线性码广义周期的代数结构。
4) generalized g-expectation
广义g-期望
1.
This paper introduces a new class of risk measures ρg via generalized g-expectation and establishes a representation theorem for ρg when g=-rty-μ|z
本文通过广义g-期望引入了一类风险度量ρg,并在:g=-rtg-μ|z|时给出了相干风险度量ρg的表示定理。
5) generalized periodicsolution
广义周期解
6) generalized periodic ring
广义周期环
1.
The present paper describes the characterizations of generalized periodic rings and proves that a semiprime generalized periodic ring is either commutative or a direct sum of a nil ring and a P2ring, that is, for any element x there exists an even integer n such that xn=x.
给出了广义周期环的一些刻划，证明了半质的广义周期环或是交换环或是诣零环和P2-环的直和，并给出了一些特殊的广义周期环的刻划。
2.
A ring R is called a generalized periodic ring,if for every x∈R there exist a positive integer n=n(x) depending on x and a polynomial fx(t)∈Z[t] such that xn(x)=xn(x)+1fx(x).
设R是结合环,如果对每个x∈R,有依赖于x的正整数n=n(x)及fx(t)∈Z[t]使得xn(x)=xn(x)+1f(x),则称R为广义周期环。
补充资料：闲了
1.亦作"闲了"。 2.熟悉了解。闲，通"娴"。
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