Sequential splitting algorithms with Bregman distance for solving equilibrium problems

In this paper, we propose a splitting algorithm involving the Bregman distance for solving pseudomonotone equilibrium problems where the equilibrium bifunction is the sum of two bifunctions.The convergence of the sequence generated by the proposed algorithm is established under some suitable assumptions on the Bregman function and the equilibrium function.We also give some numerical examples to support our algorithm and convergence results.