1) rectangular band Γ semigroup
矩形带Γ-半群
2) band Γ semigroup
带Γ-半群
3) Γ-rectangular band
Γ-矩形带
1.
Γ-band,Γ-rectangular band and Γ-semilattice are introduced to Γ-semigroup in this paper.
在Γ-半群中引入Γ-带、Γ-矩形带和Γ-半格等概念,获得了一个元的逆元集的分解定理和Γ-带的Γ-半格分解定理,它们分别类似于一般半群中逆元集的分解定理和著名的带的半格分解定理。
4) rectangular semigroup
矩形半群
5) elementary rectangular band of inverse semigroups
逆半群的基本矩形带
1.
It is defined the conjugate hull ψ(S) and the normal hull Φ(S) of S which is an elementary rectangular band of inverse semigroups and the inner part Θ(S) of ψ(S).
定义了逆半群的基本矩形带S的共轭壳ψ(S)、正规壳Φ(S)和ψ(S)的内部分Θ(S),得到ψ(S)、Φ(S)和Θ(S)也是逆半群的基本矩形带。
6) rectangular u-semigroups
矩形u-半群
1.
The paper showed that a semigroup S was a normal orthocryptou semigroup if and only if it was a strong semilattice of rectangular u-semigroups.
本文我们证明了半群S是正规纯正密码半群当且仅当它是矩形u-半群的强半格。
补充资料：宽禁带半导体(见半导体的能带结构)
宽禁带半导体(见半导体的能带结构)
wide gap semiconductor
习一’平叼能带结构。‘J~正J“、二二，，Conauctor见半
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