摘要
本文主要在Cn中单位多圆柱上建立一类强星形映射齐次展开式第四项的精确估计,所得结果揭示多复变数中关于一类强星形映射齐次展开式第四项的Bieberbach猜想成立.从而深化了多复变数已有结果.
The sharp estimation of the fourth homogeneous expansion for a class of strongly starlike mappings defined on the unit polydisk is mainly established in this paper.Result indicates that the Bieberbach conjecture concerning the fourth homogeneous expansion for strongly starlike mappings in several complex variables with the restricted condition holds,and it deepens the known results in several complex variables.
出处
《岭南师范学院学报》
2015年第3期24-29,共6页
Journal of Lingnan Normal University
关键词
单位多圆柱
强星形映射
齐次展开式第四项
unit polydisk
strongly starlike mapping
fourth homogeneous expansion
