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  1. Mean and Variance in Quantum Theory.John E. Gray & Andrew Vogt - 2015 - Foundations of Physics 45 (8):883-888.
    Calculation of the mean of an observable in quantum mechanics is typically assumed to require that the state vector be in the domain of the corresponding self-adjoint operator or for a mixed state that the operator times the density matrix be in the trace class. We remind the reader that these assumptions are unnecessary. We state what is actually needed to calculate the mean of an observable as well as its variance.
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  • Does Science Influence the Logic we Ought to Use: A Reflection on the Quantum Logic Controversy.Michael Ashcroft - 2010 - Studia Logica 95 (1-2):183 - 206.
    In this article I argue that there is a sense in which logic is empirical, and hence open to influence from science. One of the roles of logic is the modelling and extending of natural language reasoning. It does so by providing a formal system which succeeds in modelling the structure of a paradigmatic set of our natural language inferences and which then permits us to extend this structure to novel cases with relative ease. In choosing the best system of (...)
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