Add to ORKGsummary:Does there exist an atomic lattice effect algebra with non-atomic subalgebra of sharp elements? An affirmative answer to this question (and slightly more) is given: An example of an atomic MV-effect algebra with a non-atomic Boolean subalgebra of sharp or central elements is presented
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:Effect algebras are very natural logical structures as carriers of probabilities and states....
summary:Effect algebras are very natural logical structures as carriers of probabilities and states....
summary:Does there exist an atomic lattice effect algebra with non-atomic subalgebra of sharp elemen...
summary:Does there exist an atomic lattice effect algebra with non-atomic subalgebra of sharp elemen...
summary:Does there exist an atomic Archimedean lattice effect algebra with non-atomic subalgebra of ...
summary:Does there exist an atomic Archimedean lattice effect algebra with non-atomic subalgebra of ...
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:We show some families of lattice effect algebras (a common generalization of orthomodular la...
summary:We show some families of lattice effect algebras (a common generalization of orthomodular la...
summary:We prove that every Archimedean atomic lattice effect algebra the center of which coincides ...
Lattice effect algebras are common generalizations of MV-algebras and ortho-modular lattices ([2], [...
Lattice effect algebras generalize orthomodular lattices as well as MV-algebras. This means that wit...
Lattice effect algebras generalize orthomodular lattices as well as MV-algebras. This means that wit...
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:Effect algebras are very natural logical structures as carriers of probabilities and states....
summary:Effect algebras are very natural logical structures as carriers of probabilities and states....
summary:Does there exist an atomic lattice effect algebra with non-atomic subalgebra of sharp elemen...
summary:Does there exist an atomic lattice effect algebra with non-atomic subalgebra of sharp elemen...
summary:Does there exist an atomic Archimedean lattice effect algebra with non-atomic subalgebra of ...
summary:Does there exist an atomic Archimedean lattice effect algebra with non-atomic subalgebra of ...
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:We show some families of lattice effect algebras (a common generalization of orthomodular la...
summary:We show some families of lattice effect algebras (a common generalization of orthomodular la...
summary:We prove that every Archimedean atomic lattice effect algebra the center of which coincides ...
Lattice effect algebras are common generalizations of MV-algebras and ortho-modular lattices ([2], [...
Lattice effect algebras generalize orthomodular lattices as well as MV-algebras. This means that wit...
Lattice effect algebras generalize orthomodular lattices as well as MV-algebras. This means that wit...
summary:If element $z$ of a lattice effect algebra $(E,\oplus, {\mathbf 0}, {\mathbf 1})$ is central...
summary:Effect algebras are very natural logical structures as carriers of probabilities and states....
summary:Effect algebras are very natural logical structures as carriers of probabilities and states....