Abstract
p-Valent functions of the form f(z) = a(p)z(p) - Sigma(infinity)(k=n+p) a kz(k), where a(k) >= 0, are considered. We examine the subclass for which (1 - lambda) f(z(0))/pz(0)(p-1) = (0 < z(0) < 1; 0 <= lambda <= 1). The coefficient inequalities, distortion theorems, radii of p-valent starlikeness and p-valent convexity and extreme points of this class are determined.