1,721,040 research outputs found
Convergent regular measures on MV–algebras
Get PDFsummary:We obtain for measures on MV-algebras the classical theorem of Dieudonné related to convergent sequences of regular maps
"A representation theorem and a Lyapunoff theorem for Ts-measures" invited talk in 19th Linz Seminar on Fuzzy Set Theory Non classical measures and their applications to decision making, February 24-28, 1998, Linz Austria
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"Il teorema di Dieudonné" talk in XIX Congresso dell'Unione Matematica Italiana, Bologna 12-17 settembre 2011
No full textA note on the Cafiero criterion in effect algebras
No full text"We give an alternative proof of a Cafiero type theorem for measures on effect algebras.'
"Decomposition of effect algebras and the Hammer- Sobczyk theorem" talk in 8th Biennial IQSA Meeting, July 9-14, Malta
No full textThe extension of measures on D-lattices
No full textA lattice ordered group valued measure is extended from a D-lattice into a σ-complete D-lattice. A D-lattice is a lattice with a greatest element 1 and a smallest element 0 endowed with an order-compatible operation, called a difference, which satisfies a list of axioms. The result generalizes the classical result known for measures on Boolean algebras
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