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Addition and Subtraction but Not Multiplication and Division Cause Shifts of Spatial Attention

机译:加法和减法而不是乘法和除法会引起空间注意力的转移

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摘要

Many studies have shown that solving addition and subtraction problems can induce overt shifts of spatial attention. In particular, right-side targets are detected faster than left-side targets when preceded by an addition operation, while left-side targets are detected faster than right-side targets when preceded by a subtraction operation. However, the interaction between space and arithmetic in multiplication or division is hardly studied and remains controversial. In order to make a strong case for the interaction between space and mental arithmetic, we attempted to replicate the spatial-arithmetic association in addition and subtraction (Experiment 1), and at the same time investigated whether shift of spatial attention would also be induced by multiplication or division operations (Experiment 2). We found that solving addition problems facilitated the detection of right-side targets, whereas left-side targets were detected faster after solving subtraction problems. However, no interaction between space and arithmetic operation was observed in multiplication or division. The implication of these findings is discussed.
机译:许多研究表明,解决加减问题可以引起空间注意力的明显变化。尤其是,在进行加法运算之前,检测到右侧目标的速度比左侧目标要快,而在进行减法运算之后,检测到左侧目标的速度比右侧目标的速度快。但是,几乎没有研究空间与算术在乘法或除法之间的相互作用,并且仍然存在争议。为了充分说明空间与心理算术之间的交互作用,我们尝试复制加减法中的空间算术关联(实验1),同时研究是否还会引起空间注意力的转移乘法或除法运算(实验2)。我们发现解决加法问题有助于检测右侧目标,而解决减法问题后可以更快地检测左侧目标。但是,在乘法或除法中未观察到空间与算术运算之间的相互作用。讨论了这些发现的含义。

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