ISSN : 1226-0657
Let A be the class of univalent functions f(z)=z+<TEX>${\alpha}$</TEX><TEX>$_2$</TEX>z<TEX>$^2$</TEX>+<TEX>${\alpha}$</TEX><TEX>$_3$</TEX>z<TEX>$^3$</TEX>+…(1.1) which are analytic in the unit disk <TEX>$\Delta$</TEX>= {z:│z│<1}. Let S*(p) be the subclass of A composing of functions which are starlike of order <TEX>$\rho$</TEX>. A function f(z) belonging to the class A is said to be starlike of order <TEX>$\rho$</TEX> (<TEX>$\rho$</TEX>(equation omitted) 0) if and only if z<TEX>$\^$</TEX>-l/ f(z) (equation omitted) 0 (z<TEX>$\in$</TEX><TEX>$\Delta$</TEX>) and (equation omitted (1.2).(omitted)