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Speed-Optimal Induction and Dynamic Coherence
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DOI：10.1093/bjps/axz030.png)
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Abstract
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A standard way to challenge convergence-based accounts of inductive success is to claim that they are too weak to constrain inductive inferences in the short run. We respond to such a challenge by answering some questions raised by Juhl ([1994]): when it comes to predicting limiting relative frequencies in the framework of Reichenbach, we show that speed-optimal convergence-a long-run success condition induces dynamic coherence in the short run.
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