Can I read 2016 - M. F. ALI and A. VASUDEVARAO - Logarithmic Coefficients of Some Close-To-Convex Functions on EtoBox?

2016 - M. F. ALI and A. VASUDEVARAO - Logarithmic Coefficients of Some Close-To-Convex Functions by lokenaththakur1729 is a document available to read on EtoBox.

What is 2016 - M. F. ALI and A. VASUDEVARAO - Logarithmic Coefficients of Some Close-To-Convex Functions about?

This paper investigates the logarithmic coefficients of close-to-convex functions, specifically focusing on the sharp upper bounds of |γn| for n = 1, 2, 3. The authors establish that for functions in the class F, the bounds are |γ1| ≤ 1/2, |γ2| ≤ 1/2, and |γ3| ≤ 972(95 + 23√46), with these inequalities being sharp. The results contribute to the understanding of the behavior of logarithmic coefficients in the context of analytic and univalent functions.

Author

lokenaththakur1729

Language

EN