Many scientific hypotheses successfully assign determinate probabilities using standard spaces (normal distributions, Poisson processes) without resolving deeper metaphysical disputes.

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Determinate probabilities(as used in probability theory): Specific, precise chances or odds that something will happen—like saying there's exactly a 30% probability rather than just 'probably' or 'maybe.'
Metaphysical disputes(describing arguments about the nature of laws): Disagreements about what really exists or what the fundamental nature of reality is—questions that can't be settled just by looking at evidence.
Normal distribution(as used in statistics): A bell-shaped curve that shows how data is spread out; it describes natural patterns like human heights where most values cluster in the middle.
Poisson process(as used in statistics and probability): A mathematical model used to describe random events that happen at a steady average rate over time, like cars arriving at a toll booth.

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