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1)  quasiregular mapping
拟正则映射
1.
Finally,this paper gives applications of the above results to quasiregular mappings.
最后,给出上述结论在拟正则映射中的应用。
2.
Finally,this paper give some applications of the above results to quasiregular mappings.
最后给出上述结果在拟正则映射中的应用。
3.
a Beltrami equation of quasiregular mapping in Rn is given in this paper.
本文利用张量代数的性质,导出了一个任意维数Rn上的拟正则映射所满足的Beltrami方程。
2)  degenerate quasiregular mappings
退化拟正则映射
1.
By using the techniques of Hodge decomposition,the analysis mathod of Sobolev space and Fatou lemma,it gave a sufficient condition for degenerate weakly quasiregular mappings is in fact degenerate quasiregular mappings.
利用 Hodge分解、Sobolev空间的分析方法 ,以及 Fa-tou引理等工具 ,给出了退化弱拟正则映射事实上为退化拟正则映射的一个充分条件 ,其结果对于非退化情形也是成立
3)  l-quasiregular mapping
1-拟正则映射
4)  Weakly quasiregular mapping
弱拟正则映射
5)  K quasiregular mappings
K-拟正则映射
6)  regular mapping
正则映射
1.
In this paper,the smoothness of successor function in the neighborhood of the singular cycle of the perturbated system has been studied by analyzing the smooth quality of Dulac mapping and regular mapping,and got the main conclusion: The successor function in the neighborhood of the singular cycle of the perturbated system is Ck-1,when the system is Ck.
通过对Dulac映射及正则映射的光滑性的研究得到结论:具有奇异闭轨的Ck系统在小扰动下奇异闭轨附近的的后继函数为Ck-1的。
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