The logarithmic coefficients of close-to-convex functions
Vol. 3 No. 3 (2008) P.445~P.452
We prove that if $n \ge 2$ for each close-to-convex functions in S whose n-th logarithmic coefficients $\gamma_n$ satisfies $|\gamma_n| \le A$log $n/n$, where A is an absolute constant.
Close-to-convex functions, logarithmic coefficients, starlike functions
MATHEMATICAL SUBJECT CLASSIFICATION 2010
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Revised : 2007-09-19