A relative-state projective quantum logic is developed in which conjunctions of conjugate observations are non-commutative, distributivity failures tie to interference that vanishes with environmental information transfer, and probabilities map to an orthocomplemented ternary logic preserving the ex
On a representation of additive operator set functions
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Relative State Quantum Logic
A relative-state projective quantum logic is developed in which conjunctions of conjugate observations are non-commutative, distributivity failures tie to interference that vanishes with environmental information transfer, and probabilities map to an orthocomplemented ternary logic preserving the ex