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    If Q is not well-defined in a P-measurement situation, th... — Carmelics
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    Challenges→The holistic contextualist view that f(Q) is well-defined only given a Q-measuring apparatus faces a dilemma concerning the status of Q in a P-measurement situation.

    If Q is not well-defined in a P-measurement situation, then Q cannot have a value, since lack of well-definedness was the reason to deny f(Q) a value.

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    If Q is well-defined in a P-measurement situation, the view owes an explanation ...If Q lacks a value in the P-measurement situation, the interpretation is no long...On this view, v(f(Q)) depends on the presence of a Q-measuring apparatus rather ...

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    If Q is well-defined in a P-measurement situation, the view owes an ex...90%On this view, f(Q)'s being well-defined is tied to a Q-measurement sit...87%This position does not reject questions about values of f(Q) in a P-me...83%The holistic contextualist view that f(Q) is well-defined only given a...81%

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    (a) We might think that v(f(Q)) just is not a self-sustained physical property, but one which ontologically depends on the presence of another property v(Q). (Recall that in the proof of FUNC v(f(Q)) is constructed from v(Q).) But, since the position does not reject questions about values of f(Q) in a P-measurement situation as illegitimate (because it does not trade on a notion of an observable being well-defined in one context only!), this seems to lead to new and pressing questions, to say t

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