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Strongly Quasiconformal Extension of Harmonic Mappings
Computational Methods and Function Theory ( IF 2.1 ) Pub Date : 2020-07-15 , DOI: 10.1007/s40315-020-00326-9
Shuan Tang

In terms of pre-Schwarzian and Schwarzian derivatives, we obtain some sufficient conditions to ensure that a sense-preserving locally univalent harmonic mapping f in the unit disk can be extended to a quasiconformal mapping in the complex plane so that its complex dilatation satisfies some Carleson measure conditions.



中文翻译:

调和映射的强拟共形扩展

就前斯瓦兹和施瓦兹导数而言,我们获得了一些充分的条件,以确保单位圆盘中保留感知的局部单价谐波映射f可以扩展为复平面上的准保形映射,以便其复扩张满足某些Carleson测量条件。

更新日期:2020-07-16
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