EVERY UNIFORMLY ARCHIMEDEAN ATOMIC MV-EFFECT ALGEBRA IS SHARPLY DOMINATING
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 uniformly Archimedean then it is sharply dominating.
atom sharp domination lattice effect algebra mv-algebra sharp element euclidean algorithm