论文标题
与Ma-Minda类相关的Starlike和凸功能相关的Toeplitz决定因素
Toeplitz determinants associated with Ma-Minda classes of starlike and convex functions
论文作者
论文摘要
恒星函数$ f $的特征是数量$ zf'（z）/f（z）$位于右半平面。本文针对某些对称的toeplitz决定因素的尖锐界限，其条目是函数的系数$ f $的数量$ zf'（z）/f（z）$，在右半平面中以某些特定子集中的值为值。获得的结果包括几个新的特殊情况和一些已知结果。
A starlike function $f$ is characterized by the quantity $zf'(z)/f(z)$ lying in the right half-plane. This paper deals with sharp bounds for certain symmetric Toeplitz determinants whose entries are the coefficients of the functions $f$ for which the quantity $zf'(z)/f(z)$ takes values in certain specific subset in the right half-plane. The results obtained include several new special cases and some known results.
