Conic Regions and Symmetric Points

Abstract

In this note, the concept of N -symmetric points. Janowski functions and the conic regions are combined to define a class of functions in a new interesting domain which represents the conic type regions. certain interesting coefficient inequalities are deduced.

On a new class of (j,i)-Symmetric function on conic regions

“…For λ = 0 and j = 1 in the above theorem we get the following result given by [1]. [n + k(n − 1)] |a n | < 1.…”

“…Also S (0,2) , S (1,2) , and S (1,i) are called even, odd, and i-symmetric functions respectively. For Janowski type functions associated with ksymmetric points, see [8].…”