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4 months ago in Philosophy of Law By Hema

Can statistics alone convict someone‑ the gate-crasher paradox

Cohen's gate-crasher paradox: 1,000 people attend a rodeo, 499 pay, 501 don't. You randomly sue one attendee. Statistically, it's 50.1% likely they didn't pay. Is that enough to convict? If not, why not—and is this paradox actually unresolved?

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By Pavitra Answered 1 month ago

Legal practice resolved it long ago: pure statistical evidence is not enough for conviction. Why? Because "proof beyond a reasonable doubt" isn't just a probability threshold. It requires particularized evidence linking this defendant to this act. The gate-crasher paradox exposes the gap between Bayesian reasoning and legal proof. Courts don't convict on base rates alone they demand a narrative, individualized testimony, case-specific facts. The philosophical puzzle persists, but the legal rule is clear: statistics can't carry a conviction by themselves.

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