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    The spacetime geometry is itself a dynamical variable in ... — Carmelics
    Home/Modality & Possibility
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    Supports→Extracting a notion of time from the canonical formulation of general relativity constitutes a classical problem of time.

    The spacetime geometry is itself a dynamical variable in general relativity.

    CausationModality & Possibility
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    Because spacetime geometry is a dynamical variable, time must also be solved for...Extracting a notion of time from the canonical formulation of general relativity...To extract a notion of time from the canonical formulation, one must first solve...

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    Because spacetime geometry is a dynamical variable, time must also be ...89%Physical spacetime corresponds to a Weyl geometry.83%The spacetime metric is fully determined by the inertial and causal st...81%The metric is also the dynamical variable80%

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    When one attempts to write general relativity down in this way, one has to contend with the existence of constraints on the canonical variables that are inherited from the diffeomorphism invariance of the spacetime formulation of the theory. The single tensorial equation that we see in standard presentations of the Einstein field equations is translated into 10 scalar equations in the canonical formulation, with constraints accounting for four of these equations (the remaining six are genuine ev

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