Spatializing serial order WM as a determinant of mathematical abilities
Tue-B21-Talk IV-05
Presented by: Jolien Moorkens
Mathematical abilities are closely related to spatial processing (e.g.Cheng & Mix, 2014). Currently it is unknown where this relationship comes from. Here we test two potential origins: the spatial mental representation of numbers and the spatial organization of our working memory (WM). A popular task to measure the spatial nature of someone's number representation is parity judgement (Dehaene et al., 1993). Here it is typically observed that participants are faster to give left-sided responses to small numbers and right-sided responses to large numbers (i.e. the SNARC effect). To measure the spatial organization of (verbal) WM, van Dijck & Fias (2011), developed task where subjects had to categorize words (e.g. fruits or vegetable) that were serially stored in WM by giving left or right responses. They observed that faster left-sided responses were given to words from the beginning of the sequence, and faster right-sided responses to words from the end of the sequence. This effect was named the ‘ordinal position effect’ (OPE), and to our knowledge, the relation between this effect and mathematical abilities remains to be investigated. In a series of behavioural studies we investigated the relationship between various mathematical abilities (mental arithmetic, word problems, algebra, fractions and geometry) and the SNARC and the OPE effect. It was found that the OPE effect correlated with mathematical abilities, word problems and fractions in particular. The SNARC effect didn’t correlate with any of the math measures. It can be concluded that structuring WM in a spatial manner supports performing mathematics.
Keywords: Cognitive development, Cognitive skills and processes, Mathematical Cognition, Spatial cognition, Working Memory