Weighted Boundedness of Commutators of Riesz Transforms Associated with Schrödinger Operator

In this paper, the Schrodinger operator on n dimensions Euclid space with the non-zero, nonnegative potential function satisfying the reverse Holder inequality is considered. The weighted boundedness of the commutators composed of several Riesz transforms associated with the Schrodinger operator and weighted Lipschitz function on weighted Lebesgue integral spaces are obtained, for some weighted function.