有界而非无界数轴估计的感知和生产版本之间的潜在分离

IF 3.4 Q2 NEUROSCIENCES Trends in Neuroscience and Education Pub Date : 2023-06-01 DOI:10.1016/j.tine.2023.100202
Regina Miriam Reinert , Venera Gashaj , Matthias Hartmann , Korbinian Moeller
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引用次数: 0

摘要

背景数线估计(NLE)任务究竟测量什么?观察到不同版本的任务对性能有不同的影响。方法我们研究了有界和无界NLE任务的产生(指示位置)和感知版本(指示数量)之间的关联,以及它们与算术的关系。结果与有界NLE任务相比,无界任务的产生和感知版本之间的相关性更强,这表明两个版本的无界(而不是有界)NLE任务测量的是相同的结构。此外,仅在有界NLE任务的生产版本中观察到NLE性能和算术之间总体上较低但显著的关联。结论这些结果证实了有界NLE的产生版本似乎依赖于比例判断策略,而有界NLE任务的无界版本和感知版本可能更多地依赖于幅度估计。
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A potential dissociation between perception and production version for bounded but not unbounded number line estimation

Background

What, exactly, do number line estimation (NLE) tasks measure? Different versions of the task were observed to have different effects on performance.

Method

We investigated associations between the production (indicating the location) and perception version (indicating the number) of the bounded and unbounded NLE task and their relationship to arithmetic.

Results

A stronger correlation was observed between the production and perception version of the unbounded than the bounded NLE task, indicating that both versions of the unbounded—but not the bounded—NLE task measure the same construct. Moreover, overall low but significant associations between NLE performance and arithmetic were only observed for the production version of the bounded NLE task.

Conclusion

These results substantiate that the production version of bounded NLE seems to rely on proportion judgment strategies, whereas both unbounded versions and the perception version of the bounded NLE task may rely more on magnitude estimation.

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来源期刊
CiteScore
6.30
自引率
6.10%
发文量
22
审稿时长
65 days
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