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Scoring Rules for Performative Binary Prediction
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We construct a model of expert prediction where predictions can influence the state of the world. Under this model, we show through theoretical and numerical results that proper scoring rules can incentivize experts to manipulate the world with their predictions. We also construct a simple class of scoring rules that avoids this problem.
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Cited by 1 Pith paper
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Joint Scoring Rules: Zero-Sum Competition Avoids Performative Prediction
Joint zero-sum scoring of multiple conditional predictors lets a principal deterministically take their most preferred action without performative manipulation.
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