论文标题
准圆和双曲线零包装
Quasicircles and hyperbolic zero packing
论文作者
论文摘要
我们查看与渐近小型准独立参数$ k $相关的oleg ivrii的工作。我们打算使这项工作更容易访问。我们的主要重点是与外部磁盘的归一化形式映射相关的积分均值频谱，这些磁盘具有小扩张参数$ k $，它们对整个平面具有准形式扩展。此外，我们仅从上面解决估计值，而不是从下方开始的清晰度。
We look at the work of Oleg Ivrii connected with the dimension of quasicircles for asymptotically small quasiconformality parameter $k$. We intend to make this work more easily accessible. Our main focus is the integral means spectrum associated with normalized conformal mappings of the exterior disk which have quasiconformal extensions to the whole plane with small dilatation parameter $k$. Moreover, we address the estimates from above only, not the sharpness from below.
