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Time course of overt attentional shifts in mental arithmetic: Evidence from gaze metrics

机译:心理算术中公开注意力转变的时间过程:来自凝视指标的证据

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Processing numbers induces shifts of spatial attention in probe detection tasks, with small numbers orienting attention to the left and large numbers to the right side of space. This has been interpreted as supporting the concept of a mental number line with number magnitudes ranging from left to right, from small to large numbers. Recently, the investigation of this spatial-numerical link has been extended to mental arithmetic with the hypothesis that solving addition or subtraction problems might induce attentional displacements, rightward or leftward, respectively. At the neurofunctional level, the activations elicited by the solving of additions have been shown to resemble those induced by rightward eye movements. However, the possible behavioural counterpart of these activations has not yet been observed. Here, we investigated overt attentional shifts with a target detection task primed by addition and subtraction problems (2-digit +/- 1-digit operands) in participants whose gaze orientation was recorded during the presentation of the problems and while calculating. No evidence of early overt attentional shifts was observed while participants were hearing the first operand, the operator or the second operand, but they shifted their gaze towards the right during the solving step of addition problems. These results show that gaze shifts related to arithmetic problem solving are elicited during the solving procedure and suggest that their functional role is to access, from the first operand, the representation of the result.
机译:在探测探测任务中,加工数字会导致空间注意力的转移,小的数字会将注意力转向空间的左侧,而大的数字则会将注意力转向空间的右侧。这被解释为支持心理数字线的概念,数字大小从左到右,从小到大。最近,对这种空间数字联系的研究已经扩展到心算,假设解决加法或减法问题可能会分别导致注意力向右或向左转移。在神经功能水平上,通过解决加法引起的激活与右眼运动引起的激活相似。然而,尚未观察到这些激活可能的行为对应物。在这里,我们研究了在加减问题(2位数+/-1位数操作数)引发的目标检测任务中,参与者在呈现问题和计算时记录了他们的注视方向,由此产生的明显注意转移。当参与者听到第一个操作数、运算符或第二个操作数时,没有观察到早期明显的注意力转移的证据,但在解决加法问题的步骤中,他们将目光向右转移。这些结果表明,与算术问题解决相关的注视转移是在解决过程中引发的,并表明它们的功能是从第一个操作数开始访问结果的表示。

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