Inertial proximal point algorithm for sum of two monotone vector fields in Hadamard manifold

This paper aims to present an inertial proximal point algorithm for variational inclusion problem involving the sum of two monotone vector fields in Hadamard manifold. We show that sequence obtained from the proposed method is bounded and converge to the solution of variational inclusion problem under some suitable assumptions. An application of the proposed method is discussed and a numerical example showing the efficiency of our method is illustrated.