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Eye fixation patterns in the solution of mathematical word problems by young adults: Relation to cognitive style and spatial ability

机译:年轻人解决数学单词问题时的注视方式:与认知风格和空间能力的关系

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摘要

Eye tracking technology was used to investigate the relationship between problem solving behavior and three subject variables--spatial visualization ability (SVA), field dependence/independence, and mathematical achievement. Eye movement variables examined were average eye fixation duration and proportion of total fixation time spent on essential and nonessential information within six two-step mathematical word problems.;Eleven females and 26 males (median age: 20.3) enrolled in the second of two remedial mathematics courses at The Ohio State University (Math 075) comprised the final sample. Each subject completed Vandenberg's Mental Rotations Test (MRT) and the Group Embedded Figures Test (GEFT). Eye movements were monitored while subjects solved the six word problems.;Major results. (1) Average fixation durations on both extraneous and essential numerical information were significantly longer than average fixation durations on the question or on nonessential verbal information. (2) In the only problem where extraneous numerical information preceded the essential numerical information, field independence (FI) and SVA were negatively related to: (a) the proportion of time allocated to fixating the extraneous numerical information, and (b) the ratio of the percent of total fixation time on the extraneous numerical information to the percent of total fixation time on the essential information. In the same problem, positive relationships were found between: (a) SVA and the proportion of total fixation time on the essential numerical and verbal information, and (b) FI and the proportion of time spent on the question. (3) In the two problems where the extraneous numerical information was preceded by relevant numerical information, SVA was positively related to the average fixation duration on the essential numerical and verbal information. (4) FI was negatively related to the average fixation duration on the essential numerical and verbal information in each of the three problems containing extraneous information as well as in one of the three problems which did not. (5) The correlation between the GEFT and the MRT was.44.;SVA was positively related to a pattern of relatively few, long eye fixations on the essential information. In contrast, FI was positively related to a pattern of more numerous, but shorter eye fixations on the essential information. Possible explanations for these findings were discussed and implications for future studies were presented.
机译:眼动追踪技术用于研究解决问题行为与三个主题变量之间的关系-空间可视化能力(SVA),场依赖性/独立性和数学成就。检查的眼球运动变量是平均眼球凝视时间和在六个两步式数学单词问题中花费在基本信息和非必要信息上的总凝视时间的比例;;在两个矫正数学中的第二个参加了11名女性和26名男性(中位年龄:20.3)俄亥俄州立大学的课程(数学075)包括最终样本。每个受试者都完成了范登堡的心理旋转测验(MRT)和小组嵌入式图形测验(GEFT)。在受试者解决了六个单词问题的同时监测了眼睛的运动。主要结果。 (1)无关紧要的数字信息的平均注视时间明显长于问题或非必要口头信息的平均注视时间。 (2)在外部数值信息先于基本数字信息的唯一问题中,场独立性(FI)和SVA与以下因素负相关:(a)分配固定外部数值信息的时间比例,以及(b)比例外在数字信息上总固定时间的百分比到基本信息上总固定时间的百分比。在同一问题中,发现:(a)SVA与固定时间在必不可少的数字和口头信息上所占的比例,以及(b)FI和在问题上所花费的时间所占的比例之间存在正相关关系。 (3)在两个外部数字信息先于相关数字信息的问题中,SVA与基本数字和言语信息的平均注视持续时间呈正相关。 (4)在包含无关信息的三个问题中,以及在没有相关信息的三个问题中,FI与基本数字和语言信息的平均注视持续时间呈负相关。 (5)GEFT与MRT之间的相关性为44。; SVA与基本信息上相对较少的长眼睛注视模式呈正相关。相反,FI与在基本信息上数量更多但眼动时间较短的模式呈正相关。讨论了这些发现的可能解释,并提出了对未来研究的启示。

著录项

  • 作者

    Fry, Carol Jean.;

  • 作者单位

    The Ohio State University.;

  • 授予单位 The Ohio State University.;
  • 学科 Mathematics education.
  • 学位 Ph.D.
  • 年度 1987
  • 页码 239 p.
  • 总页数 239
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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