In this paper, we study the existence of positive solution for the following class of fractional elliptic equationwhere ǫ, λ > 0 are positive parameters, q ∈ (2, 2 * s ), 2 * s = 2N N −2s , N > 2s, s ∈ (0, 1), (−∆) s u is the fractional laplacian, and V is a saddle-like potential. The result is proved by using minimizing method constrained to the Nehari manifold. A special minimax level is obtained by using an argument made by Benci and Cerami.