1) minimal mapping
极小映照
1.
As an application,the author gives another proof of minimal mapping theorem obtained by Reich and Strebel.
作为应用 ,最后给出了Reich Strebel关于极小映照定理的另一个证
2) extremal mapping
极值映照
1.
In addition to,we also discuss the construction of quasi-convex mappings on the unit ball in a complex Banach space,it provides extremal mappings for the refining estimation of homogeneous exp.
同时,还讨论了复Banach空间单位球上准凸映照的构造,它为准凸映照齐次展开式的精细估计提供极值映照。
2.
Meanwhile,the construction of starlike mappings of order α on the unit ball in a complex Banach space is also discussed,it will provide the extremal mappings for the distortion theorem for some class of starlike mappings of order α.
主要研究了复Banach空间单位球上一类α次星形映照的偏差定理,与此同时也讨论了复Banach空间单位球上α次星形映照的构造,它为某类α次星形映照的偏差定理提供极值映照。
5) uniquely extremal mapping
唯一极值映照
1.
Reich proved that f is the uniquely extremal mapping if there exist function sequence {φ n}β(Ω) to make lim n→∞φ n(z)=φ 0(z),a.
,limn→∞ Ω[k|φn|- Re(κfφn) ]dxdy=0 ,其中 κf 为 f 的复特征 ,Reich证明 f 是唯一极值映照 。
6) directed minimal maps
定向极小映射
1.
By the theory of completely distributive lattices,directed minimal subsets in complete lattices and directed minimal maps in continuous lattices are defined.
仿照完全分配格中的做法,定义了完备格上的定向极小集和连续格上的定向极小映射,从而得到了连续格的定向极小集刻画,并研究了它们的一些性质。
补充资料：映照
1.呼应。 2.照射;映射。
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