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When simple alternatives to Bayes formula work well: Reducing the cognitive load when updating probability forecasts

机译:当贝叶斯公式的简单替代方法行之有效时:在更新概率预测时减少认知负担

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摘要

Bayes theorem is the normative method for revising probability forecasts using new information. However, for unaided forecasters its application can be difficult, effortful, opaque and even counter-intuitive. The study proposes two simple heuristics for approximating Bayes formula while yielding accurate decisions. Their performance was assessed where a decision is made on which of two events is most probable and where a choice is made between an option yielding an intermediate utility for something that is certain or for a gamble which will result in either a worse or better utility ("certainty or risk" decisions). For "most probable event" decisions the first heuristic always results in the correct decision when the reliability of the new information does not depend on which event will occur. In other cases, the second heuristic typically led to the correct decision for about 95% of "most probable event" decisions and 86% of "certainty or risk" decisions. (C) 2015 Elsevier Inc. All rights reserved.
机译:贝叶斯定理是使用新信息修改概率预测的标准方法。但是,对于无助的预报员来说,其应用可能很困难,费力,不透明,甚至违反直觉。该研究提出了两种简单的启发式方法,用于近似贝叶斯公式,同时产生准确的决策。在决定最可能发生两个事件中的哪个事件以及在哪个选项之间做出选择时对他们的表现进行了评估,该选项产生了确定的事物或赌博的中间效用,这将导致效用更差或更好( “确定性或风险”决策)。对于“最可能发生的事件”决策,当新信息的可靠性不取决于将发生哪个事件时,第一试探法总是会导致正确的决策。在其他情况下,第二个启发式方法通常导致大约95%的“最可能发生的事件”决策和86%的“确定性或风险”决策得出正确的决策。 (C)2015 Elsevier Inc.保留所有权利。

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