1) Extremum Problems for Convex Bodies
凸体的极值问题
2) Extremal Problems in Convex Bodies Geometry
凸体几何极值问题
3) extremal problem
极值问题
1.
We discuss the extremal problem on the fourth type of super-Cartan domain Y_(IV)(N;n;k),obtain the extremal mapping and extremal value between the fourth type of super-Cartan domain and the unit ball.
讨论了第四类超Cartan域Y_(Ⅳ)(N;n;k)上的极值问题,得到了第四类超Car- tan域与单位超球间的极值和极值映照。
2.
In this paper,some extremal problems between the Cartan-Hartogs domain on k＜1 and the unit ball are studied,and the extremal mapping and extremal value in explicit formulas are obtained.
本文讨论两种类型的极值问题,其中一种类型的极值问题可以认为是复平面上经典的Schwarz引理在高维的一个推广;另一种类型的极值是某空间上的度量,可以用来考虑域的双全纯等价分类问题。
3.
We revisit the classical extremal problem on Cartan domains.
研究了Cartan域上的极值问题。
4) extremum problem
极值问题
1.
In this paper, extremum problems of generalized polynomials fanctions are discussed.
本文讨论了广义多项式函数的极值问题,给出了这一问题的必要条件和充分条件,介绍了一种求解此类函数极值的实用方法。
2.
In this paper, we consider the extremum problems with cone-convex set-to-setmaps and prove some theorems of the alternative for cone-convex set-to-set maps by meansof Morris sequence.
本文为考虑集值映射的极值问题，提出了锥凸集到集映射的概念，借助Ｍｏｒｒｉｓ序列证明了若干这类映射的择一性定理。
6) local minimum problem
极小值问题
1.
A learning algorithm is proposed to solve the local minimum problem and the un-learnable problem for Hopfield neural networks.
针对 Hopfield神经网络 (HNN )所存在的极小值问题及缺乏学习能力的问题 ,提出了一种学习算法。
补充资料：凸体
凸体
convex body
凸体!。比洲ex饭xjy;肠In岁叫.eT姗](有忿黯量墓淤馨鹦空’“中”“装鬓霍
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