Krzyz问题中所有初始Taylor系数的精确估计
The sharp estimates of all initial taylor coefficients in the Krzyz's problem
摘要：
对于直到$n=N(t),$为止的每个$t>0,$，找到了类$B_t$中所有初始Taylor系数的精确估计，其中$B_t$是单位圆盘函数$f,$ $0<|f|<1,$ $f(0)=e^{-t}.$的全纯集合
英文摘要：
For each $t>0,$ up to the number $n=N(t),$ the exact estimations of all initial taylor coefficients in the class $B_t$ were found, where $B_t$ is a set of holomorphic in unit disk functions $f,$ $0<|f|<1,$ $f(0)=e^{-t}.$
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
