理解数学焦虑:损失厌恶和学生参与

IF 1.1 Q3 EDUCATION & EDUCATIONAL RESEARCH Teaching Mathematics and Its Applications Pub Date : 2023-10-26 DOI:10.1093/teamat/hrad008
C Rashaad Shabab
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引用次数: 0

摘要

摘要本文将行为经济学中众所周知的损失厌恶认知偏差应用于学生对数学要求高的课程的决策。在学生参与的动态模型中,这种偏见被证明可以预测与数学焦虑一致的行为。研究表明,这些力量可能意味着学生成绩的两极分化,在缺乏任何补偿性教学干预的情况下,一些学生长期脱离低成就平衡。然而,该模型表明,长期的脱离并不一定等同于长期的冷漠。相反,那些失败的短期代价显得很大的学生,脱离学习的风险更高。该模型用于理解和评价数学焦虑文献的各个要素,包括形成性评估的作用、固定和成长心态模型、任务导向的成就目标的功效、考试焦虑的认知干扰和动机增强模型、补习班的提供和技术增强的学习和评估解决方案。
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Understanding mathematics anxiety: loss aversion and student engagement
Abstract This paper applies the well-known cognitive bias of loss aversion from behavioural economics to student decisions over engagement with mathematically demanding coursework. This bias is shown to predict behaviour that is consistent with mathematics anxiety in a dynamic model of student engagement. It is shown that these forces can imply polarization in student outcomes with some students chronically disengaged in a low-attainment equilibrium, in the absence of any countervailing pedagogic interventions. However, the model illustrates that chronic disengagement is not necessarily equivalent to chronic apathy. Rather, students for whom the short-term cost of failure looms large are shown to be at heightened risk of disengagement. The model is used to understand and evaluate various elements of the mathematics anxiety literature including the role of formative assessment, the fixed and growth mindset models, the efficacy of task-oriented achievement goals, the cognitive interference and motivation enhancement models of test anxiety, the provision of remedial classes and technology-enhanced solutions to learning and assessment.
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来源期刊
Teaching Mathematics and Its Applications
Teaching Mathematics and Its Applications EDUCATION & EDUCATIONAL RESEARCH-
CiteScore
2.40
自引率
25.00%
发文量
24
期刊介绍: The journal provides a forum for the exchange of ideas and experiences which contribute to the improvement of mathematics teaching and learning for students from upper secondary/high school level through to university first degree level. A distinctive feature of the journal is its emphasis on the applications of mathematics and mathematical modelling within the context of mathematics education world-wide. The journal"s readership consists of mathematics teachers, students, researchers and those concerned with curriculum development and assessment, indeed anyone concerned about the education of users of mathematics.
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