Tricorns and Multicorns in Noor Orbit With s-Convexity

In today’s world, complex patterns of the dynamical framework have astounding highlights of fractals and become a huge field of research because of their beauty and unpredictability of their structure. The purpose of this paper is to visualize anti-Julia sets, tricorns, and multicorns by means of the Noor iteration with s-convexity. Various patterns are displayed to investigate the geometry of antifractals for antipolynomial
$\overline {z}^{k+1}+c$
of complex polynomial
$z^{k+1}+c$
, for
$k\geq 1$
in Noor orbit with s-convexity.