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    At sufficiently large scales, spacetime curvature becomes... — Carmelics
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    Challenges→Poincaré demonstrated that multiple incompatible axiom sets yield equally consistent geometries, making axiom choice empirically underdetermined.

    At sufficiently large scales, spacetime curvature becomes empirically detectable through gravitational lensing and GPS corrections, making geometry empirically constrained, not underdetermined.

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    Key Terms

    Empirically constrained(as used in philosophy of science)
    Limited or determined by what we can actually measure and observe in the real world, rather than being left completely open to interpretation.
    Empirically detectable(as used in epistemology and science)
    Something that can be observed, measured, or tested through real-world experiments rather than just imagined or reasoned about in theory.
    Gravitational lensing(as used in astronomy and physics)
    The bending of light as it passes near massive objects due to spacetime curvature, allowing us to see objects behind them.
    Spacetime(as one criterion for whether something is physically real)
    A physics concept combining space (location) and time into one continuous system—basically, every physical object exists somewhere at some moment in time.

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    spacetime curvature(General relativity)
    The geometric quantity that, in general relativity, replaces the classical notion of strength of gravitational force, manifested for example in tidal effects
    underdetermined(Used to contrast mathematical conjectures, whose correct answers are fixed by logical facts, with cases where no such determination exists.)
    A decision or truth is underdetermined when logical facts alone do not fix a single correct answer.

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    Poincaré demonstrated that multiple incompatible axiom sets yield equally consis...

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    Poincaré demonstrated that multiple incompatible axiom sets yield equally consis...

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