Probabilistic forcing in quantum logics
Copyright policy )Probabilistic forcing in quantum logics
It is shown that orthomodular lattice can be axiomatized as an ortholattice with a unique operation of identity (bi-implication) instead of the operation of implication and a corresponding algebraic unified quantum logic is formulated. A statistical YES-NO physical interpretation of the quantum logical propositions is then provided to establish a support for a novel YES-NO representation of quantum logic which is also given together with a conjecture about possible completion of quantum logic by means of probabilistic forcing.
- University of Zagreb Croatia
quantum measurements, forcing, Other applications of logic, orthomodular lattice, Logical foundations of quantum mechanics; quantum logic (quantum-theoretic aspects), Foundations of probability theory, quantum logic; quantum measurements; forcing, quantum logic
quantum measurements, forcing, Other applications of logic, orthomodular lattice, Logical foundations of quantum mechanics; quantum logic (quantum-theoretic aspects), Foundations of probability theory, quantum logic; quantum measurements; forcing, quantum logic
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