1) bornological space
包囿空间
1.
We prove that C locally sequence spaces are stronger than bornological spaces and strictly weaker than locally convex linear metric spaces.
给出 C-局部序列空间拓扑结构特征 ,证明了 C-局部序列空间是强于包囿空间 ,同时又是严格弱于局部凸线性度量空间的概念 。
2) semi-bornological spaces
半包囿空间
1.
Furthermore,some equivalent conditions are obtained about local continuous linear functions(or bounded linear functions) and semi-bornological spaces.
同时进一步给出了局部连续线性泛函(或有界线性泛函)和半包囿空间的若干等价条件。
3) bornologic space
囿空间
1.
If Χ is a bornologic space, the conclusion is proved that Χ is a normal linear space if and only if X is a normal linear space.
证明了囿空间可赋范的充要条件是其强对偶可赋
4) semi-bornological space
半囿空间
5) enveloping space
包络空间
补充资料：别囿
1.别苑。
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