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Complexity of affective disposition and reflective transphenomenality: An exploratory study of middle school mathematics teacher and student self-positioning and positioning-by-others toward mathematics, mathematics teaching, and learning.

机译:情感倾向和反思性超感的复杂性:对中学数学老师和学生自我定位以及他人对数学,数学教学和学习的自我定位的探索性研究。

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摘要

The purpose of the mixed methods study was to examine the phenomenon of transphenomenal simultaneity between teacher and student disposition that contributed to the phenomenological conflict of teacher self-positioning and positioning-by-others toward mathematics, mathematics teaching and learning. The intent was to provide a view of self-reported and observed middle school teacher and student experiences in mathematics, based on the analysis of affective dispositional characteristics within the context of its complexity.;There is evidence that documents a relationship between teacher and student disposition, but to what extent and encompassing what characteristics and factors has not been sufficiently substantiated. Beyers (2011) identified two key impacts of disposition on learning: (1) "...teachers play an essential role in shaping students dispositions with respect to mathematics", and (2) "students dispositions with respect to mathematics affect student learning by means of opportunities to learn" (p. 70). The study investigated and delineated the nature of positioning, as evidence of transphenomenality in self-positioning and positioning-by-others, addressing a gap in the research. The research questions were 1) Within the complexity framework, what are teacher and student affective disposition characteristics which contribute to a phenomenological conflict between teacher self- positioning and positioning-by-others?; 2) How, and to what extent, is transphenomenal simultaneity in teacher positioning reflected by student positioning?; and 3) What evidence is present in support of or in contradiction to shifting and closing the gap of stereotypical gender disparity in disposition toward mathematics? .;Utilizing survey/case study research in multiple stages, the findings suggest middle school mathematics teachers' self-positioning was challenged by positioning-by-others (students) revealing simultaneous transphenomenality as a manifestation of complexity of the main construct of the study---teacher affective disposition. Simultaneity of transphenomenality that reflected "events or phenomena that exist or operate at the same time" (Davis, 2005, p.14) was recognizable in the dynamic and multifaceted nature of disposition which contributed to emergent and shifting mathematical disposition. Fluidity in teacher positioning, measured by multiple instruments, was representative of metamorphoses between teacher-as-engineer and teacher-as-technician positioning (Tchoshanov, 2011) and resultant student disposition. Additionally, analysis of the question "Would you consider yourself a mathematician?" showed no statistically significant relationship between gender and consideration of oneself as a mathematician among participating students existed.;The importance of this study is three-fold: 1) an overall neutral with a slight positively inclined affective disposition and self-positioning for middle school teachers and students existed. This finding challenged existing claims of prevalent negative dispositions toward mathematics; 2) no statistically significant gender difference among middle school students in considering oneself a mathematician was observed. This finding indicates a shift in affective disposition toward mathematics from prior studies in stereotype; and 3) self-positioning and positioning-by-others demonstrated simultaneity of transphenomenal affective characteristics of disposition toward mathematics, mathematics teaching and learning.
机译:混合方法研究的目的是研究教师和学生倾向之间跨现象的同时现象,这种现象加剧了教师自我定位和他人对数学,数学教学的定位的现象学冲突。目的是在复杂性的背景下对情感性格特征进行分析,以期提供自我报告和观察到的中学教师和学生在数学中的经历的观点;有证据证明教师和学生性格之间的关系,但尚未充分证实其程度和涵盖的特征和因素。 Beyers(2011)确定了学习倾向对学习的两个关键影响:(1)“ ...教师在塑造学生对数学的倾向中起着至关重要的作用”,以及(2)“学生对数学的倾向对学生的学习产生了影响。学习机会的方式”(第70页)。该研究调查并描绘了定位的本质,以此作为自我定位和他人定位中超现象的证据,从而弥补了研究中的空白。研究的问题是:1)在复杂性框架内,教师和学生的情感倾向特征是什么导致教师自我定位与他人定位之间的现象学冲突? 2)学生定位如何反映出教师定位中的跨现象同时发生? (3)目前有哪些证据支持或矛盾地消除和消除了刻板印象中性别差异在数学上的倾向?通过多个阶段的调查/案例研究,研究结果表明,中学数学教师的自我定位受到了他人(学生)的定位的挑战,他们同时表现出超验性,这是该研究主要结构的复杂性体现。 -教师情感倾向。反映现象的同时性反映了“同时存在或运行的事件或现象”(Davis,2005年,第14页),在处置的动态和多面性中得到了公认,这有助于出现和转移数学处置。教师定位中的流动性(通过多种手段来衡量)代表着教师作为工程师和教师作为技术人员之间的定位(Tchoshanov,2011)和由此产生的学生倾向之间的变态。此外,分析问题“您是否认为自己是数学家?”参加学生中没有性别与考虑自己作为数学家的关系存在统计学上的显着关系。这项研究的重要性在于三方面:1)整体中立,对中学教师的情感倾向和自我定位略有积极的倾向和学生存在。这一发现挑战了对数学普遍存在否定性倾向的现有主张。 2)在认为自己是数学家时,中学生之间没有统计学上的显着性别差异。这一发现表明情感倾向已从先前的刻板印象研究转向了数学。 3)自我定位和他人定位表明了对数学,数学教学和学习倾向的跨现象情感特征的同时性。

著录项

  • 作者

    Lynch-Arroyo, Ruby Lorilee.;

  • 作者单位

    The University of Texas at El Paso.;

  • 授予单位 The University of Texas at El Paso.;
  • 学科 Education Mathematics.;Education Teacher Training.
  • 学位 Ph.D.
  • 年度 2013
  • 页码 242 p.
  • 总页数 242
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 语言学;
  • 关键词

  • 入库时间 2022-08-17 11:41:49

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