Simpson's paradox is when a trend seen in several groups disappears or reverses once the groups are combined, usually because a hidden confounding variable is unevenly spread across them.
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Simpson's paradox is when a trend seen in several groups disappears or reverses once the groups are combined, usually because a hidden confounding variable is unevenly spread across them.
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Most people assume the two closed doors are a 50-50 choice, but switching wins two thirds of the time. Researchers point to missed host constraints, equal-odds thinking and emotional biases.
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The friendship paradox is the finding that, on average, your friends have more friends than you do. It is a sampling effect of network structure, not a flaw in you.
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It is a theorem that a solid ball can be split into finitely many pieces and reassembled into two balls of the same size. The pieces are non-measurable point sets, so it cannot be done physically.
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A coin game has an infinite expected payoff, yet almost no one would pay much to play it. The puzzle challenges the idea that rational choice means maximizing expected value.
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Hilbert's hotel is a thought experiment about a hotel with infinitely many rooms. Though full, it can still house one, infinitely many, or even infinitely many busloads of new guests.
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Russell's paradox shows that the set of all sets that are not members of themselves cannot exist. It exposed a contradiction in naive set theory and prompted new foundations for mathematics.
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