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    If two situations are relationally identical, they should... — Carmelics
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    Home/Modality & Possibility
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    Challenges→Descartes' fourth and fifth collision rules are relationally incompatible, violating strict relationism

    If two situations are relationally identical, they should produce identical outcomes under a strict relationist framework

    CausationModality & Possibility
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    Modality & PossibilityCausation

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    Descartes' fourth and fifth collision rules are relationally incompatible, viola...From a relational standpoint, both rules describe the same type of collision — a...The fifth collision rule concludes that a large moving body transfers motion to ...

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    As discussed in previous sections, there are various ways in which Descartes’ laws of motion violate a strict relationism. One of the most problematic instances involves the relational compatibility of the fourth and fifth collision rules. Whereas the fourth rule concludes that a large object remains at rest during impact with a smaller moving body, such that the smaller body is deflected back along its initial path, the fifth rule concludes that a large body will move a smaller stationary objec

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