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    If the conformal-causal structure is measurable and free ... — Carmelics
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    Supports→The spacetime metric field can be empirically determined via the causal-inertial method, provided certain epistemic conditions are satisfied.

    If the conformal-causal structure is measurable and free motion is observable, the metric field can be determined empirically.

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    Free mass points following the guiding field can be recognized and observed as s...The spacetime metric field can be empirically determined via the causal-inertial...Weyl showed that the conformal-causal structure of spacetime can be measured.

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    Weyl showed that the conformal-causal structure of spacetime can be me...84%Weyl's mathematical derivation of the metric field does not proceed di...83%The spacetime metric field can be empirically determined via the causa...80%Weyl showed mathematically that the conformal structure can be derived...79%

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    Can it be argued that Ehlers, Pirani and Schild’s generalization of Weyl’s causal-inertial method for determining the spacetime metric constitutes a convention-free, and – in relevant respects – theory-independent body of evidence that can adjudicate between spacetime geometries, and hence between spacetime theories that postulate them? As Weyl showed, we can empirically determine the metric field, provided certain epistemic conditions are satisfied, that is, provided we can measure the co

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