1) Bounded convex domain
有界凸域
2) bounded convex domains
有界凸区域
1.
In this paper,the integrability of second order derivatives for uniformly divergence elliptic operators with Lipschitz continuous coefficients in bounded convex domains was derived.
本文主要讨论在有界凸区域上具Ｌｉｐｓｃｈｉｔｚ连续系数的散度型椭圆算子的解的二阶导数的可积性问题。
4) Bounded strongly pseudoconvex domain
有界强拟凸域
1.
Let Ω be a bounded strongly pseudoconvex domain in C n In this paper we get characterizations of carleson measure and varnishing carleson measure, using carleson measure,We also get characterizations of Bloch and little Bloch.
在文中 ,对于 Cn中有界强拟凸域 。
5) the bounded convex circular domains
有界凸圆型域
6) the bounded balanced pseudo-convex domains
有界平衡拟凸域
1.
A new method is given Separately on the unit ball B~n and the bounded balanced pseudo-convex domainsΩusing the para
即给出了C~n中单位球B~n和有界平衡拟凸域Ω上星形映照的构造。
补充资料：凸域
凸域
convex domain
凸域t“目Vex水口越n;.ully翻”OO月acT列 具有内点的凸集(田nvex set)·
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