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代数学推理和球棒问题变体:首先解决同构代数有助于之后的问题解决。

Algebraic reasoning and bat-and-ball problem variants: Solving isomorphic algebra first facilitates problem solving later.

机构信息

Department of Psychology and Neuroscience, University of Colorado Boulder, Boulder, CO, 80309-0345, USA.

出版信息

Psychon Bull Rev. 2017 Dec;24(6):1922-1928. doi: 10.3758/s13423-017-1241-8.

Abstract

The classic bat-and-ball problem is used widely to measure biased and correct reasoning in decision-making. University students overwhelmingly tend to provide the biased answer to this problem. To what extent might reasoners be led to modify their judgement, and, more specifically, is it possible to facilitate problem solution by prompting participants to consider the problem from an algebraic perspective? One hundred ninety-seven participants were recruited to investigate the effect of algebraic cueing as a debiasing strategy on variants of the bat-and-ball problem. Participants who were cued to consider the problem algebraically were significantly more likely to answer correctly relative to control participants. Most of this cueing effect was confined to a condition that required participants to solve isomorphic algebra equations corresponding to the structure of bat-and-ball question types. On a subsequent critical question with differing item and dollar amounts presented without a cue, participants were able to generalize the learned information to significantly reduce overall bias. Math anxiety was also found to be significantly related to bat-and-ball problem accuracy. These results suggest that, under specific conditions, algebraic reasoning is an effective debiasing strategy on bat-and-ball problem variants, and provide the first documented evidence for the influence of math anxiety on Cognitive Reflection Test performance.

摘要

经典的球棒问题被广泛用于衡量决策中的偏见和正确推理。大学生普遍倾向于对这个问题提供有偏见的答案。在多大程度上,推理者可能会改变他们的判断,更具体地说,通过提示参与者从代数的角度考虑问题,是否有可能促进问题的解决?招募了 197 名参与者来研究代数提示作为一种去偏策略对球棒问题变体的影响。与对照组参与者相比,被提示从代数角度考虑问题的参与者更有可能正确回答问题。这种提示效应主要局限于需要参与者解决与球棒问题类型结构相对应的同构代数方程的条件。在随后的一个关键问题中,提出了没有提示的不同项目和金额,参与者能够将所学的信息推广到显著减少整体偏见。数学焦虑也被发现与球棒问题的准确性显著相关。这些结果表明,在特定条件下,代数推理是球棒问题变体的有效去偏策略,并首次提供了关于数学焦虑对认知反射测试表现影响的证据。

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