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基于因子分析的中考数学测验结构研究 被引量:2

Examine the Structure for Mathematics Examination in Junior High School Graduation Test Based on Factor Analysis Model
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摘要 通过对东部和西部地区两市普通初中学业水平考试中的数学科目测验进行数据分析,结合课程标准和考试大纲,对比学生在测验中表现出的能力结构是否与课标及考试大纲中规定的结构相一致。结果发现,运用探索性因子分析构建的模型包含"数学基本能力"、"数学综合能力"、"非数学能力"三个潜变量因子,模型整体拟合度明显优于依据考试大纲规定构建的模型。说明通过中考测验反映的数学素养结构与规定的"数与代数"、"图形与几何"、"统计与概率"三部分结构存在一定差距。基于此,建议应进一步提升测验命题技术,并思考课标及考试大纲中对于数学能力维度的界定如何与核心素养结构相契合,通过编制科学、合理的学业水平测验完善数学核心素养的测量与评价体系。 In this study, by use of two administrations of mathematics examinations in junior high school graduation test from a certain city in east of China in 2011 and a certain city in west of China in 2012, we did a factor analysis to explore whether the students' key competencies behave as intended which was stipulated by the curriculum standards and examination syllabus. As the result we found that, there were three factors included in the model by the method of exploratory factor analysis, which we named as "mathematical basic ability", "mathematical integrative ability" and "non -mathematical ability". By focusing on the model fit indices, the model explored was much better than the model constructed by the curriculum standards and examination syllabus. These results meant that observed structure of the math exam in junior high school was different from the intended structure, which was ruled as Number and Algebra, Measurement and Geometry, and Statistics and Probability. Based on this research, we suggested to make further improvement on items development, and consider how to make the definition of the mathematics abilities stipulated in curriculum standards and examination syllabus agreed with the construction of mathematical key competencies, which would help us to achieve the goal of consummating the assessment system of key competeneies by use of rational examinations.
作者 温红博 王帅鸣 Wen Hongbo;Wang Shuaiming(China Collaborative Innovation Center of Assessment towards Basic Education Quality, Beijing Normal University, Beijing, 100875)
出处 《考试研究》 2017年第6期66-75,共10页 Examinations Research
关键词 数学核心素养 考试改革 测验效度 因子分析 Mathematical Key Competencies, Examination Reform, Test Validity, Factor Analysis
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  • 1胡军.学生学习成果评价标准不能在课程标准中缺失——澳大利亚科学课程内容与标准给我们的启示[J].课程.教材.教法,2005,25(9):12-17. 被引量:22
  • 2孔凡哲.中考数学命题技术探析[J].中学数学教学参考(下半月初中),2006(5):1-5. 被引量:2
  • 3刘学智.论评价与课程标准一致性的建构:美国的经验[J].全球教育展望,2006,35(9):35-39. 被引量:31
  • 4孙菡,苗丹民,田建全,肖玮,杨业兵.基于项目反应理论的中国应征青年数学推理测验的编制[J].中国行为医学科学,2007,16(6):565-567. 被引量:5
  • 5Patrick Gonzales, Juan Carlos Guzman, Lisette Partelow, Erin Pahlke, Leslie Jocelyn, David Kastberg, Trevor Williams, Patrick Gonzales : Highlights From the Trends in International Mathemat-ics and Science Study (TIMSS) 2003. U.S. Department of Edu- cation Institute of Education Sciences, December 2004.
  • 6Teresa Smith Neidorf, Marilyn Binkley, Kim Gattis, David Noha- ra: Comparing Mathematics Content in the National Assessment of Educational Progress (NAEP), Trends in International Mathe-matics and Science Study ( TIMSS ), and Program for Interna- tional Student Assessment (PISA) 2003 Assessments. U.S. De- partment of Education ED Pubs. May 2006.
  • 7Nichol ,P. D (1994). A framework for developing cognitively di- agnostic assessment. Review of Edueational Research, 64 ( 4 ), 575 - 603.
  • 8Linda N. Hansche. Handbook for the Development of Performance Standards: Meeting the Requirements of Title I [M]. Frost Associates, Ltd,1998:21.
  • 9The Council of Chief State School Officers. Models for Alignment Analysis and Assistance to States [EB/OL]. (2002) [2007-03-05]. http//www.ccsso.org/con- tent/pdfs/AlignmentModels.pdf.
  • 10Porter, A. C., and Smithson, J. L. Alignment of Assessments, Standards and Instruction Using Curriculum Indicator Data[EB/OL]. (2002) [2007-03-05]. http/ /ra.terc.edu/dec/research/alignPaper.pdf.

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