三段论
认知
空间智能
逻辑推理
空间能力
心理学
认知心理学
心理旋转
感知
认知科学
数学教育
发展心理学
语言学
哲学
神经科学
作者
Mingxin Yu,Jiaxin Cui,Li Wang,Xing Gao,Zhanling Cui,Xinlin Zhou
标识
DOI:10.1016/j.lindif.2022.102230
摘要
Students' ability to solve mathematical problems is a standard mathematical skill; however, its cognitive correlates are unclear. Thus, this study aimed to examine whether spatial processing (mental rotation, paper folding, and the Corsi blocks test) and logical reasoning (abstract and concrete syllogisms) were correlated with mathematical problem-solving (word problems and geometric proofing) for college students. The regression results showed that after controlling for gender, age, general IQ, language processing, cognitive processing (visual perception, attention, and memory skills), and number sense and arithmetic computation skills, spatial processing skills still predicted mathematical problem-solving and geometry skills in Chinese college students. Contrastingly, logical reasoning measures related to syllogisms did not predict after controlling for these variables. Further, notably, it did not correlate significantly with geometry performance when no control variables were included. Our results suggest that spatial processing is a significant component of math skills involving word and geometry problems (even after controlling for multiple key cognitive factors).
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