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利用内隐快捷使用的微观发生测量来研究注意在关联性快捷识别中的作用。

Investigating the role of attention in the identification of associativity shortcuts using a microgenetic measure of implicit shortcut use.

机构信息

Mathematics Education Centre, Loughborough University, Loughborough, UK.

出版信息

Q J Exp Psychol (Hove). 2020 Jul;73(7):1017-1035. doi: 10.1177/1747021820905739. Epub 2020 Apr 20.

Abstract

Many mathematics problems can be solved in different ways or by using different strategies. Good knowledge of arithmetic principles is important for identifying and using strategies that are more sophisticated. For example, the problem "6 + 38 - 35" can be solved through a shortcut strategy where the subtraction "38 - 35 = 3" is performed before the addition "3  + 6  = 9," a strategy that is derived from the arithmetic principle of associativity. However, both children and adults make infrequent use of this shortcut and the reasons for this are currently unknown. To uncover these reasons, new sensitive measures of strategy identification and use must first be developed, which was one goal of our research. We built a novel method to detect the time-point when individuals first identify an arithmetic strategy, based on trial-by-trial response time data. Our second goal was to use this measure to investigate the contribution of one particular factor, attention, in the identification of the associativity shortcut. In two studies, we found that manipulating visual attention made no difference to the number of people who identified the shortcut, the trial number on which they first identified it, or their accuracy and response time for solving shortcut problems. We discuss the theoretical and methodological contribution of our findings and argue that the origin of people's difficulty with associativity shortcuts may lie beyond attention.

摘要

许多数学问题可以通过不同的方法或策略来解决。熟练掌握算术原理对于识别和使用更复杂的策略非常重要。例如,问题“6 + 38 - 35”可以通过一种快捷策略来解决,其中减法“38 - 35 = 3”在加法“3 + 6 = 9”之前进行,这种策略源自于结合律的算术原理。然而,儿童和成人都很少使用这种快捷方式,其原因目前尚不清楚。为了揭示这些原因,必须首先开发出识别和使用策略的新的敏感措施,这是我们研究的目标之一。我们基于逐个试验的反应时数据,建立了一种新的方法来检测个体首次识别算术策略的时间点。我们的第二个目标是使用该指标来研究注意力这一特定因素对结合律快捷方式识别的贡献。在两项研究中,我们发现,操纵视觉注意力对识别快捷方式的人数、首次识别的试验次数、以及解决快捷问题的准确性和反应时间都没有影响。我们讨论了研究结果的理论和方法学贡献,并认为人们在结合律快捷方式方面的困难可能源于注意力之外的因素。

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