summary:We prove an extension theorem for modular measures on lattice ordered effect algebras. This is used to obtain a representation of these measures by the classical ones. With the aid of this theorem we transfer control theorems, Vitali-Hahn-Saks, Nikodým theorems and range theorems to this setting
We prove the existence of separating points for every countable family of nonatomic σ-additive modu...
Let L be a lattice ordered effect algebra. We prove that the lattice uniformities on L which makes ⊖...
We prove a linearity theorem for modular measures on D-lattices (= lattice ordered effect algebras) ...
We prove an extension theorem for modular measures on lattice ordered effect algebras. This is used...
We prove a Lyapunov type theorem for modular measures on lattice ordered effect algebras
Si affronta il problema dell’esistenza di un’estensione tipo Caratheodory per misure modulari defini...
summary:We prove an extension theorem for modular functions on arbitrary lattices and an extension t...
We prove Brooks–Jewett, Vitali–Hahn–Saks and Nikodym Boundedness theorems for modular measures on la...
summary:A version of Dieudonné theorem is proved for lattice group-valued modular measures on lattic...
We prove extension theorems for group-valued modular functions defined on orthomodular lattices or m...
We prove a Cafiero type theorem for measures on effect algebras and a Nikodym boundedness theorem fo...
We prove the existence of separating points for every countable family of nonatomic σ-additive modu...
Let L be a lattice ordered effect algebra. We prove that the lattice uniformities on L which makes ⊖...
We prove a linearity theorem for modular measures on D-lattices (= lattice ordered effect algebras) ...
We prove an extension theorem for modular measures on lattice ordered effect algebras. This is used...
We prove a Lyapunov type theorem for modular measures on lattice ordered effect algebras
Si affronta il problema dell’esistenza di un’estensione tipo Caratheodory per misure modulari defini...
summary:We prove an extension theorem for modular functions on arbitrary lattices and an extension t...
We prove Brooks–Jewett, Vitali–Hahn–Saks and Nikodym Boundedness theorems for modular measures on la...
summary:A version of Dieudonné theorem is proved for lattice group-valued modular measures on lattic...
We prove extension theorems for group-valued modular functions defined on orthomodular lattices or m...
We prove a Cafiero type theorem for measures on effect algebras and a Nikodym boundedness theorem fo...
We prove the existence of separating points for every countable family of nonatomic σ-additive modu...
Let L be a lattice ordered effect algebra. We prove that the lattice uniformities on L which makes ⊖...
We prove a linearity theorem for modular measures on D-lattices (= lattice ordered effect algebras) ...
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