1) algebraic exposing point
代数暴露点
2) functional point exposure
功能点暴露数
3) exposed node
暴露节点
1.
Moreover,the hided and the exposed nodes were be avoided by the system.
同时,系统也解决了隐藏节点和暴露节点问题。
4) exposed point
暴露点
1.
The necessary and sufficient conditions of exposed points in Musielak-Orlicz function space with Luxemburg norm is given in this paper to improve as well as generalize exposed property.
将给出赋Luxemburg范数的Musielak-Orlicz函数空间的暴露点的充分必要判别条件。
5) exposed points
暴露点
1.
Exposed points and strongly exposed points which are widely used in the theory of approximation and the control theory are basic conceptions in the geometry of Banach space,they have remarkable geometric significance.
暴露点与强暴露点是Banach空间几何中基本概念,在控制论与逼近论中有广泛的应用,具有鲜明的几何意义。
6) Weakly exposed point
弱暴露点
1.
Also connection between the weakly exposed points and Radon Nikodym_property is established.
证明了非常圆空间的 3个特征· 讨论了非常圆空间和Banach空间几何性质之间的关系· 建立了弱暴露点和Radon_Nikodym性质之间的联系
补充资料：代数对数奇点
代数对数奇点
algebraic logarithmic singular point
代数对数奇点[ai妙砂面cl雌ari也而csing川ar户元m别1几”pa.，伙一几。n甲.如.，ec脚oc浦翻m叨l 解析函数f(力的一种孤立奇点:。，在该点的邻域内f(z)可表示为形如 (:一:。)‘{]n(:一:、)))k夕(:)的有限项之和，其中、是复数，k是非负整数，函数g(引在点孔正则解析且洲孔)笋0.
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