  The aim of this article is to introduce an iterative algorithm for finding a
common solution from the set of an equilibrium point for a bifunction and the
set of a singularity of an inclusion problem on an Hadamard manifold. We also
discuss some particular cases of the problem by the proposed algorithm. The
convergence of a sequence generated by the proposed algorithm is proved under
mild assumptions. Moreover, we apply our results to solving minimization
problems and minimax problems.
