In this paper, a new subclass S α,n (m, l, q, λ, φ) defined by the generalised derivative operator D α,n (m, l, q, λ) is introduced. The Fekete-Szegö functional |a 3 − µa 2 2 | of the subclass S α,n (m, l, q, λ, φ) is obtained. Then by convolution, we state another subclass S α,n,g (m, l, q, λ, φ) defined by fractional derivatives. Another set of Fekete-Szegö result is determined.