“…However, in many applications, F(x) and G(y) may not be Lipschitz continuous (or it could be difficult to verify their Lipschitz continuity condition). Motivated by the results of Latif and Eslamian [30], Panyanak et al [21], and the ongoing research in this direction, in this paper, we introduce an iterative algorithm for the split equality problem with an equilibrium problem, a variational inequality problem, and a fixed point problem of nonexpansive semigroups. We establish a strong convergence theorem of solutions by the uniformly continuity rather than the Lipchitz continuity of these mappings.…”