The sharp bound of certain second Hankel determinants for inverse functions of the class of convex functions with respect to symmetric points

Key Points

• Sharp upper bounds for second Hankel determinants were identified within the context of convex functions and symmetric points.
• This analysis reveals valuableinformation on extremal functions, contributing significantly to our understanding of the topic.
• By examining inverse functions, the study highlights new characteristics of second Hankel determinants and their behavior.
• The findings call for further exploration into the implications of these bounds on other related mathematical constructs.

Abstract