2017
DOI: 10.3389/fpsyg.2017.01336
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Visual Form Perception Can Be a Cognitive Correlate of Lower Level Math Categories for Teenagers

Abstract: Numerous studies have assessed the cognitive correlates of performance in mathematics, but little research has been conducted to systematically examine the relations between visual perception as the starting point of visuospatial processing and typical mathematical performance. In the current study, we recruited 223 seventh graders to perform a visual form perception task (figure matching), numerosity comparison, digit comparison, exact computation, approximate computation, and curriculum-based mathematical ac… Show more

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Cited by 44 publications
(48 citation statements)
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References 118 publications
(177 reference statements)
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“…A total of eight tests were computerized using Web‐based applications in the ‘Online Psychological Experimental System (OPES)’ (http://www.dweipsy.com/lattice) (e.g., Cui, Georgiou, et al ., ; Cui, Zhang, et al ., ; Rodic et al ., ; Zhang et al ., ; Zhou et al ., ). Children completed an online battery of tests in their schools, supervised by a researcher.…”
Section: Methodsmentioning
confidence: 99%
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“…A total of eight tests were computerized using Web‐based applications in the ‘Online Psychological Experimental System (OPES)’ (http://www.dweipsy.com/lattice) (e.g., Cui, Georgiou, et al ., ; Cui, Zhang, et al ., ; Rodic et al ., ; Zhang et al ., ; Zhou et al ., ). Children completed an online battery of tests in their schools, supervised by a researcher.…”
Section: Methodsmentioning
confidence: 99%
“…The score was calculated by subtracting the number of incorrect responses from the number of correct responses, following the Guilford correction formula ‘S = R‐W/(n‐1)’ (S: the adjusted number of items that the participants can actually perform without the aid of chance; R: the number of correct responses; W: the number of wrong responses; and n: the number of alternative responses to each item) (Guilford & Guilford, ). This correction procedure has been utilized recently in studies of mathematical cognition (Cirino, ; Cui, Zhang, et al ., ; Zhou et al ., ) and cognition in general (Hedden & Yoon, ; Putz, Gaulin, Sporter, & McBurney, ; Salthouse, ). In this study, the number of alternative answers is 2; therefore, (n‐1) = 1.…”
Section: Methodsmentioning
confidence: 99%
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“…We used 11 tests that were designed with the "Online Psychological Experiment System (OPES)" (www.dweipsy.com/lattice, see (Cui, Zhang, Cheng, Li, & Zhou, 2017;Wei, Chen, Dong, & Zhou, 2016;Wei et al, 2012;Zhou & Cheng, 2015;. An illustration of a trial for each test is shown in Figure 2.…”
Section: Testsmentioning
confidence: 99%