In　this　paper,　we　propose　a　new　hybrid　iterative　scheme　for　finding　a　common　solution　of　an　equilibrium　problem　and　fixed　point　of　Bregman　totally　quasi-asymptotically　nonexpansive　mapping　in　reflexive　Banach　spaces.　Moreover,　we　prove　some　strong　convergence　theorems　under　suitable　control　conditions.　Finally,　the　application　to　zero　point　problem　of　maximal　monotone　operators　is　given　by　the　result.