期刊文献+

小学数学应用题认知诊断测验编制及效度验证 被引量:17

Development and Validation of Diagnostic Test for Primary School Arithmetic Word Problems
在线阅读 下载PDF
导出
摘要 本研究旨在基于事先构建的理论模型,编制小学数学应用题认知诊断测验,并通过认知诊断评估对其效度进行验证。采用质性研究和量化研究两条思路,通过认知分析、大声思维和测验等方法,探索了认知诊断评估从理论模型构建到测验编制及其效度验证的过程。在理论模型构建和测验编制方面,所得结果表明认知分析和大声思维相结合能够合理地构建实质心理学的认知模型,并且基于该认知模型自上而下的测验设计是与认知诊断评估流程相吻合的。通过认知诊断评估所获取的数据分析表明,该测验的结构效度、内部效度和外部效度均达到理想水平,基于事先构建的认知模型所编制的认知诊断测验能够作为认知诊断评估的有效工具,有助于发掘和诊断学生数学应用题解决中的认知错误。 Cognitive Diagnostic Assessment (CDA) is an important and popular methodology for modeling item response data that have applicability to substantial measurement problems, such as measuring a student's knowledge structures and processing skills, test validity, bug diagnosis, etc. The successful application of CDA suggests a cognitive diagnostic test development based on the attribute hierarchy. Task diagnosis and think-aloud methods are applied to specify the likely knowledge and processes used to solve the test item (Attributes), and the hierarchy. Based on the analysis output from a cognitive psychometrical model, we can conclude the followings to validate the construct validity of test, external validity and internal validity of the diagnostic assessment : ( 1 ) the combination of task analysis, think-aloud and expert panel discussion provide a valid cognitive model based on the substantial psychology, (2) the construct validity of test, external validity and internal validity of the diagnostic assessment are well validated.
出处 《考试研究》 2013年第6期24-43,共20页 Examinations Research
基金 教育部哲学社会科学研究重大课题攻关项目(12JZD040) 创新方法工作专项课题子课题"青少年创新能力标准制定"(2010IM010100) 浙江省哲学社会科学规划课题(10CGJY15YBB) 浙江省教育厅课题(Y2010117786) 浙江省教师教育基地2011招标项目
关键词 数学应用题 认知属性 认知诊断测验 效度验证 Arithmetic Word Problem, Cognitive Attributes, Cognitive Diagnostic Test,Validation
  • 相关文献

参考文献2

二级参考文献24

  • 1Geary D C. Mathematical Disabilities: Cognitive, Neuropsychological, and Genetic Components. Psychological Bulletin, 1993, 114(2) : 345 - 362.
  • 2Montague M, Bos C. Cognitive and metacognitive characteristics of eighth - grade students'mathematical problem solving. Learning and Individual Differences, 1990, (2) : 109 - i27.
  • 3Presmeg N C. Prototypes, metapho.rs, metonymies, and imaginative rationality in high school mathematics. Educational Studies in Mathematics, 1992, 23:595-610.
  • 4Presmeg N C. Visualization in high school mathematics. For Learning of Mathematics, 1986, 63 : 42 - 46.
  • 5Presmeg N C. Visualization and mathematical giftedness. Educational Studies in Mathematics, 1986, 17 : 297 - 311.
  • 6Lean C, Clements M A. Spatial ability, visual imagery, and mathematical performance. Educational Studies in Mathematics, 1981,12: 267-299.
  • 7Hegarty M, Kozhevnikov M. Type of visual - spatial representations and mathematical problem solving. Journal of Educational Psychology, 1999, 91(4) : 684-689.
  • 8Clarizio H F, Phillips S E. Defining severe discrepancy in the diagnosis of learning disabilities: a comparison of methods. Journal of School Psychology, 1989, 27 : 383 - 397.
  • 9Lohman D. Spatial abilities as traits, processes, and knowledge.In : R J Steinberg ed. Advances in the psychology of human intelligence. Hillsdale, NJ: Erlbaum, 1988. 181 -248.
  • 10Leong C K, Cheng S C, Das J P. Simultaneous-successive syntheses and planning in Chinese readers. International Journal of Psychology, 1985, 20:19 -31.

共引文献49

同被引文献161

引证文献17

二级引证文献60

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部