1) power hyperlattice
幂超格
1.
Some new concepts are introduced such as power hyperlattice,trivial power hyperlattice and single-point power hyperlattice.
引入了幂超格的概念并讨论了其相关性质,给出了平凡幂超格和单点幂超格的概念。
2.
A series of properties of power hyperlattice are discussed.
对幂超格的性质进行了研究。
2) distributive power hyperlattice
分配幂超格
1.
Moreover,the con-ceptions and properties of distributive power hyperlattice and product of power hyperlattice are introduced.
给出了幂超格直积、分配幂超格的概念并讨论了他们的性质。
3) power hy-perlattice homomorphism
幂超格同态
4) ultrapower
超幂
1.
Using the ultrapowers as an implement, the mutual reflection of the properties of Banach spaces and its separable subspaces is discussed.
利用超幂这一工具讨论了 Ｂａｎａｃｈ 空间上的一些性质与其可分子空间上性质的相互体现，给出了超自反空间的一个等价命题。
5) power lattice
幂格
1.
A Note Relation between Power Lattice and Quotient Lattice
幂格与商格的关系的注记
2.
In this paper,we study power lattice on distributive lattices,the concept of relative convex sublattices is given,a sufficient and necessary condition of power lattice on distributive lattices is obtained.
研究了分配格上的幂格,给出了格的相对凸子格的概念,得到了分配格上的幂格的一个充要条件。
6) hyperpower iteration
超幂迭代
1.
This paper gives simple necessary and sufficient conditions for convergence of Neumann type expansion and the expressions of its limit matrix,and corrects the wrong conclusions on the convergence condition and the limit matrix of hyperpower iteration in Ref[1].
给出了Neumann型级数 ∞j=0(I -X0 A) jX0 收敛的较简单的充要条件与极限矩阵的多种表达式 ,并纠正了文 [1 ]中关于p阶超幂迭代Xk+ 1 =[ p- 1j=0(I-XkA) j]Xk收敛的充要条件与极限矩阵表达式的不正确结论 ,还讨论了相关的若干问
补充资料：超格
1.谓超过常格，不同寻常。 2.破格;越等。
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