The　purpose　of　this　paper　is　to　introduce　two　hybrid　algorithms　for　the　variational　inequalities　and　mixed　equilibrium　problems　over　the　common　fixed　points　set　of　nonexpansive　semigroups　in　Hilbert　space.　Under　suitable　conditions　some　strong　convergence　theorems　for　these　two　hybrid　algorithms　are　proved.　The　results　presented　in　the　paper　extend　and　improve　some　recent　results.