发展中的复变函数几何理论

On the Development in Geometric Function Theory

介绍复变函数几何理论的一些发展进程,围绕单叶函数论,拟共形映照理论和 Teichmüller空间理论论述了某些重要猜想的解决,方法以及遗留未决的问题的新进展.

Some developing procedures of complex analysis are introduced, including the proof of certain important conjectures and their methods with respect to the theory of univalent functions, quasiconformal mappings and Teichm黮ler space, also some open problems are listed.