“…Specifically, children were more likely to use a number approach for small trains and a size approach for relatively larger trains. The findings from this study also diverge from those from the SOMAG task (Viarouge et al., 2018, 2019) which reveal that children are more likely to match on size and space than number. This might be due to the fact that the quantities in the SOMAG task ranged from 8 to 18 dots, whereas the quantities in our Build‐A‐Train task were five or fewer (i.e., quantities that are within the range of children's verbal number knowledge).…”
Section: Discussioncontrasting
confidence: 99%
“…Negen & Sarnecka, 2015). Given this, combined with findings from the SOMAG task on large sets (Viarouge et al, 2018), it is conceivable that non-numerical magnitudes, such as physical size, may be more salient features of sets than quantity for young children, as children acquire verbal number knowledge. Therefore, in addition to addressing our key of 'do young children spontaneously attend to quantity or size?'…”
Section: Verbal Number Knowledgementioning
confidence: 99%
“…Indeed, the correlation between verbal number knowledge and non‐symbolic quantity processing disappears when the task includes a control that does not allow children to rely on cues from continuous magnitudes (e.g., amount of area taken up by the dots; Negen & Sarnecka, 2015). Given this, combined with findings from the SOMAG task on large sets (Viarouge et al., 2018), it is conceivable that non‐numerical magnitudes, such as physical size, may be more salient features of sets than quantity for young children, as children acquire verbal number knowledge. Therefore, in addition to addressing our key of ‘do young children spontaneously attend to quantity or size?’ in an un‐cued matching task in which children generate rather than compare arrays, we examine the research question: ‘does the degree to which children attend to number or size relate to their verbal number knowledge?’…”
Section: Introductionmentioning
confidence: 98%
“…Findings from the FAM task reveal that young children can attend to both quantity and size, and even flexibly switch between attending to quantities and size. A related task examining children's spontaneous orientation towards different dimensions of magnitude (SOMAG) was recently developed to uncover the role of continuous magnitudes in the development of numerical representations (Viarouge et al., 2018). The SOMAG task is a card sorting task in which a child is instructed to match an array to one of two target arrays of dots that match based on number, size or spacing of the dots.…”
Which dimension of a set of objects is more salient to young children: number or size?The 'Build-A-Train' task was developed and used to examine whether children spontaneously use a number or physical size approach on an un-cued matching task. In the Build-A-Train task, an experimenter assembles a train using one to five blocks of a particular length and asks the child to build the same train. The child's blocks differ in length from the experimenter's blocks, causing the child to build a train that matches based on either the number of blocks or length of the train, as it is not possible to match on both. One hundred and nineteen children between 2 years 2 months and 6 years 0 months of age (M = 4.05, SD = 0.84) completed the Build-A-Train task, and the Givea-Number task, a classic task used to assess children's conceptual knowledge of verbal number words. Across train lengths and verbal number knowledge levels, children used a number approach more than a size approach on the Build-A-Train task. However, children were especially likely to use a number approach over a size approach when they knew the verbal number word that corresponded to the quantity of blocks in the train, particularly for quantities smaller than four. Therefore, children's attention to number relates to their knowledge of verbal number words. The Build-A-Train task and findings from the current study set a foundation for future longitudinal research to investigate the causal relationship between children's acquisition of symbolic mathematical concepts and attention to number.
“…Specifically, children were more likely to use a number approach for small trains and a size approach for relatively larger trains. The findings from this study also diverge from those from the SOMAG task (Viarouge et al., 2018, 2019) which reveal that children are more likely to match on size and space than number. This might be due to the fact that the quantities in the SOMAG task ranged from 8 to 18 dots, whereas the quantities in our Build‐A‐Train task were five or fewer (i.e., quantities that are within the range of children's verbal number knowledge).…”
Section: Discussioncontrasting
confidence: 99%
“…Negen & Sarnecka, 2015). Given this, combined with findings from the SOMAG task on large sets (Viarouge et al, 2018), it is conceivable that non-numerical magnitudes, such as physical size, may be more salient features of sets than quantity for young children, as children acquire verbal number knowledge. Therefore, in addition to addressing our key of 'do young children spontaneously attend to quantity or size?'…”
Section: Verbal Number Knowledgementioning
confidence: 99%
“…Indeed, the correlation between verbal number knowledge and non‐symbolic quantity processing disappears when the task includes a control that does not allow children to rely on cues from continuous magnitudes (e.g., amount of area taken up by the dots; Negen & Sarnecka, 2015). Given this, combined with findings from the SOMAG task on large sets (Viarouge et al., 2018), it is conceivable that non‐numerical magnitudes, such as physical size, may be more salient features of sets than quantity for young children, as children acquire verbal number knowledge. Therefore, in addition to addressing our key of ‘do young children spontaneously attend to quantity or size?’ in an un‐cued matching task in which children generate rather than compare arrays, we examine the research question: ‘does the degree to which children attend to number or size relate to their verbal number knowledge?’…”
Section: Introductionmentioning
confidence: 98%
“…Findings from the FAM task reveal that young children can attend to both quantity and size, and even flexibly switch between attending to quantities and size. A related task examining children's spontaneous orientation towards different dimensions of magnitude (SOMAG) was recently developed to uncover the role of continuous magnitudes in the development of numerical representations (Viarouge et al., 2018). The SOMAG task is a card sorting task in which a child is instructed to match an array to one of two target arrays of dots that match based on number, size or spacing of the dots.…”
Which dimension of a set of objects is more salient to young children: number or size?The 'Build-A-Train' task was developed and used to examine whether children spontaneously use a number or physical size approach on an un-cued matching task. In the Build-A-Train task, an experimenter assembles a train using one to five blocks of a particular length and asks the child to build the same train. The child's blocks differ in length from the experimenter's blocks, causing the child to build a train that matches based on either the number of blocks or length of the train, as it is not possible to match on both. One hundred and nineteen children between 2 years 2 months and 6 years 0 months of age (M = 4.05, SD = 0.84) completed the Build-A-Train task, and the Givea-Number task, a classic task used to assess children's conceptual knowledge of verbal number words. Across train lengths and verbal number knowledge levels, children used a number approach more than a size approach on the Build-A-Train task. However, children were especially likely to use a number approach over a size approach when they knew the verbal number word that corresponded to the quantity of blocks in the train, particularly for quantities smaller than four. Therefore, children's attention to number relates to their knowledge of verbal number words. The Build-A-Train task and findings from the current study set a foundation for future longitudinal research to investigate the causal relationship between children's acquisition of symbolic mathematical concepts and attention to number.
“…Prior research has documented that individuals with a tendency to spontaneously focus on exact quantities have higher arithmetic abilities (Batchelor, Inglis, & Gilmore, ; Hannula, Lepola, & Lehtinen, ). Recently, this line of research has been expanded to incorporate spontaneous orientation to conflicting or irrelevant dimensions of non‐numerical magnitude similar to those of this study (Viarouge et al., ). Research on the underlying neurocognitive mechanisms can also help to distill the root of the differences observed in the current results.…”
Deficits in numerical magnitude perception characterize the mathematics learning disability developmental dyscalculia (DD), but recent studies suggest the relation stems from inhibitory control demands from incongruent visual cues in the nonsymbolic number comparison task. This study investigated the relation among magnitude perception during differing congruency conditions, executive function, and mathematics achievement measured longitudinally in children (n = 448) from ages 4 to 13. This relation was investigated across achievement groups and as it related to mathematics across the full range of achievement. Only performance on incongruent trials related to achievement. Findings indicate that executive function in a numerical context, beyond magnitude perception or executive function in a non‐numerical context, relates to DD and mathematics across a wide range of achievement.
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