Received Revised We show that every state ω on a lattice effect algebra E induces a uniform topology on E. If ω is subadditive this topology coincides with pseudometric topology induced by ω. Further, we show relations between the interval and order topology on E and topologies induced by states. Keywords: lattice effect algebra, state, valuation, interval topology, oredr topology, topology induced by a state 1 2 States, Uniformities and Metrics on Lattice Effect Algebras