摘要
阐述了Aharonov不变量、Lavie导数以及Schwarzian导数三者之间的联系,进一步,利用Aharonov不变量给出一个共形映射关于Aharonov不变量的显式表达式,且说明了Lavie导数是属于Banach空间的一个闭子空间。
The relations among Aharonov invariants, Lavie derivative and Schwarzian derivative are discussed. Furthermore, using Aharonov invariants to give an explicit formula for a conformal mapping with respect to Aharonov invariants, it is further shown that Lavie derivative belongs to a closed subspace of Banach space.
出处
《理论数学》
2024年第4期170-175,共6页
Pure Mathematics
