We prove that homogeneity can be characterized by the decompositions of sharp elements in orthocomplete atomic effect algebras.
We prove that homogeneity can be characterized by the decompositions of sharp elements in orthocomplete atomic effect algebras. Especially, an orthocomplete ...
Oct 22, 2024 · It is proved in [9, Theorem 3] that every chain-complete 0-homogeneous effect algebra is homogeneous. ... Characterization of homogeneity in ...
[PDF] Homogeneous orthocomplete effect algebras are covered by MV ...
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Some conditions under which a homogeneous effect algebra can be covered by MV-algebras are shown. Relations between completeness of homoge neous effect algebras ...
We call this superclass as 0-homogeneous effect algebras. We prove that in every 0-homogeneous effect algebra, the set of all sharp elements forms a subalgebra.
This paper introduces new operations on the algebra of fuzzy truth values, extended supremum and extended infimum, which are generalizations of the extended ...
(PDF) Sharp and Meager Elements in Orthocomplete Homogeneous ...
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Oct 22, 2024 · We prove that every orthocomplete homogeneous effect algebra is sharply dominating. Let us denote the greatest sharp element below x by x ↓.
Characterization of homogeneity in orthocomplete atomic effect algebras · Wei Ji. Mathematics. Fuzzy Sets Syst. 2014. 8 Citations. Add to Library. Alert.
Wei Ji: Characterization of homogeneity in orthocomplete atomic effect algebras. Fuzzy Sets Systems 236 (2014), 113-121. DOI:10.1016/j.fss.2013.06.005 ...
[5] Ji, W.: Characterization of homogeneity in orthocomplete atomic effect algebras. Fuzzy Sets Syst. 236 (2014), 113–121. [6] Kôpka, F, Chovanec, F.: D ...