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    We cannot verify which metric geometry is true. — Carmelics
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    Supports→Metric geometry is neither true nor false.

    We cannot verify which metric geometry is true.

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    Metric geometry is neither true nor false.We cannot empirically determine the metric geometry of space in principle.

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    The existence of relatively consistent non-Euclidean geometries leads him to the view that geometric propositions cannot be determined by a priori intuitions and that it is necessary to study “the structural relations between Euclidean and non-Euclidean geometry” (Nye 1979: 111). Poincaré established a famous dictionary translating concepts and propositions of Lobachevskii’s geometry into Euclidean geometry in order to create a model to show the relative consistency of Lobachevskii’s geometry (P

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