Galois correspondences for closed classes of functions with delay. I.
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Generalized homogeneous, prelattice and MV-effect algebras
Zdena Riečanová, Ivica Marinová (2005)
Kybernetika
We study unbounded versions of effect algebras. We show a necessary and sufficient condition, when lattice operations of a such generalized effect algebra are inherited under its embeding as a proper ideal with a special property and closed under the effect sum into an effect algebra. Further we introduce conditions for a generalized homogeneous, prelattice or MV-effect effect algebras. We prove that every prelattice generalized effect algebra is a union of generalized MV-effect algebras and...
Generalized Post algebras and their application to some infinitary many-valued logics [Book]
Cat-Ho Nguyen (1973)
Currently displaying 1 – 3 of 3
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