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The Psychophysics of Algebra Expertise: Mathematics Perceptual Learning Interventions Produce Durable Encoding Changes

机译:代数专业知识的心理物理学:数学知觉学习干预产生持久的编码变化

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摘要

Mathematics requires thinking but also pattern recognition. Recent research indicates that perceptual learning (PL) interventions facilitate discovery of structure and recognition of patterns in mathematical domains, as assessed by tests of mathematical competence. Here we sought direct evidence that a brief perceptual learning module (PLM) produces changes in basic information extraction. Accuracy and speed of undergraduate participants’ encoding of equations was assessed in a psychophysical task at pretest and delayed posttest. In between, the experimental group completed an Algebraic Transformations PLM, which involved identifying valid transformations of equations. Relative to controls, PLM participants showed reliable changes in encoding equations, detectable psychophysically 24 hours later. Encoding improvements were shown robustly by participants who were initially less proficient at algebra and were negligible for participants who were initially proficient. These results provide direct evidence for durable changes in information encoding produced by a PL intervention targeting a complex mathematical skill.
机译:数学不仅需要思考,而且需要模式识别。最新研究表明,通过数学能力测验的评估,知觉学习(PL)干预有助于发现数学领域中的结构和识别模式。在这里,我们寻求直接的证据,即简短的感知学习模块(PLM)会在基本信息提取方面产生变化。在测试前和延迟测试后的一项心理物理任务中,评估了大学生参与者对方程式编码的准确性和速度。在此之间,实验小组完成了代数变换PLM,其中包括确定方程的有效变换。相对于控件,PLM参与者在24小时后在心理上可以检测到编码方程式中显示出可靠的变化。最初对代数不太熟练的参与者对编码的改进表现出强劲的表现,而对最初熟练的参与者则微不足道。这些结果为由针对复杂数学技能的PL干预产生的信息编码的持久变化提供了直接的证据。

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