Weakly Purely Finitely Additive Measures
Weakly Purely Finitely Additive Measures
Abstract Let L be an orthomodular poset. A positive measure ξ on L is said to be weakly purely finitely additive if the zero measure is the only completely additive measure majorized by ξ. It was shown in [15] that, in an arbitrary orthomodular poset L , every positive measures …