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    Kant's transcendental aesthetic establishes that space is... — Carmelics
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    Challenges→When there are no intervening material objects between two spatial locations, we must postulate a series of intervening spatial entities to explain comparative distance judgements such as 'A is nearer to D than to F'.

    Kant's transcendental aesthetic establishes that space is a pure form of intuition, making distance a structurally prior condition rather than a derivative of enumerable intervening things.

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    Key Terms

    Derivative(in philosophy)
    Coming from or depending on something else, rather than being fundamental or primary.
    Kant(as used in epistemology and metaphysics)
    Immanuel Kant (1724-1804) was an influential German philosopher who argued that our minds shape how we experience reality, and that we can only truly know things as they appear to us, not as they are in themselves.
    Pure form of intuition(as Kant's description of space)
    In Kant's thinking, an intuition is an immediate perception or awareness. A 'pure form' means it's not dependent on any particular object—it's the basic structure of how our minds work before we perceive anything specific.
    Structurally prior(describing the logical order of ideas in the argument)
    More fundamental or logically first—something that must be true before other things can follow from it.

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    Transcendental Aesthetic(Kantian philosophy)
    The section of Kant's philosophy that claims all objects of outer intuition, and so all physical objects, conform to the space of Euclidean geometry.
    a priori(Frege treats 'analytic' as entailing 'a priori' for arithmetic.)
    Knowable independently of empirical experience; here treated as a consequence of analyticity.

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    Causation1 linkedModality & Possibility1 linked

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    When there are no intervening material objects between two spatial locations, we...

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