Abstract
In this present investigation, we obtain the sharp upper bounds of the coefficient inequalities such as Fekete-Szego problem, |H2(2)| and|H3(1)| for f∈SLsk where SLsk represents the class starlike functions with respect to symmetric points subordinate to k-Fibonacci sequence { Fk,n }n=0∞ (for any real number k) in the open unit disc. The result of the present work generalizes and unifies the work done by the earlier researchers in this direction.
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