摘要
设f是n维空间R ̄n的单位球到自身上的K—拟共形映照且f(0)=0.记又设y_k∈l_k∩f(γ_k)(γ))且适合|y_k|=max{|y|;∈l_k∩f(γ_K(γ))}.本文证明了:而且,当n=2时,上式成为等式。此处,η_m为仅与n、m有关的常数(详见正文中的(8)式).
Suppose that f is a K-quasiconformal mapping of the unit ball onto itself with the originfixed.Set and And suppose that y_k is the point in l_k∩f(γ_K(r))with|y_k|=max{|y|;y∈l_k∩f(γ_K))}.Inthis paper,the following main result is obtained:supdepending on n and m.The equality holds with
出处
《数学杂志》
CSCD
北大核心
1995年第3期253-259,共7页
Journal of Mathematics