Following the study of sharp domination in effect algebras, in particular, in atomic Archimedean MV-effect algebras it is proved that if an atomic MV-effect algebra is {\it uniformly Archimedean} then it is sharply dominating.
MV-algebra, lattice effect algebra, sharp element, atom, sharp domination, Euclidean algorithm
03G12, 06D35, 06F25, 81P10