相对于A的螺形映照的齐次展开式的二次项的上界估计

The Upper Bound of Second Order Item Coefficients of Homogeneous Expansion for Spirallike Mappings Relative to A

运用相对于A的螺形映照的特点,利用Loewner链的性质,给出了C^n中的单位球B_n上相对于A的螺形映照的齐次展开式的二次项估计.

In this thesis, with the properties of Loewner chains, the upper bound of second order item coefficients of homogeneous expansion for spirallike mappings relative to A was obtained via the characters of spirallike mappings relative to A on the unit ball Bn in C^n.