减轻天花板效应在工程博士学生压力和坚持的纵向研究

Q2 Social Sciences International Journal of Doctoral Studies Pub Date : 2023-01-01 DOI:10.28945/5118
M. Bahnson, Gabriella M. Sallai, Kyeonghun Jwa, Catherine G. P. Berdanier
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引用次数: 0

摘要

目的/目的:本文的研究旨在展示一种方法,通过定性数据在定量研究中的新应用,可以解决教育和心理学研究中的天花板效应紧张。背景:自我报告调查和量表在研究生教育和社会科学研究中是必不可少的。天花板效应反映了最高响应类别的响应聚类,导致非线性,缺乏可变性,从而抑制和扭曲统计分析。学生报告的压力天花板效应会对结果数据的准确性和实用性产生负面影响。方法:一个纵向样本例子,从研究生工程学生的压力,开放式的关键事件,以及他们早期离开博士研究的考虑,证明了效用和提高的准确性调整的压力措施,包括开放式的关键事件的反应。描述性统计用于描述应力数据和调整应力数据中的天花板效应。纵向应力等级用于预测多水平建模ANCOVA分析中的偏离考虑因素,并证明了改进的模型预测性。贡献:将开放式回答的定性数据与定量调查回答相结合,为减少天花板效应和提高预测研究生坚持度的模型性能提供了机会。本文提出了一种基于生命事件分类法(Taxonomy of Life events)结合编码关键事件来调整应力尺度响应的方法,以及该方法在纵向数据集应力响应分析中的应用,以及潜在的应用前景。结果:结果过程更有效地代表了统计分析中的博士生经历。压力和重大生活事件显著影响工程博士生的离职考虑。对从业者的建议:研究生教育工作者应该意识到学生的生活事件,并帮助学生管理研究生院的期望,同时保持对学位的进步。对研究人员的建议:将编码的开放式定性数据集成到统计模型中可以提高学生生活经验的准确性和代表性。新方法通过将定性数据纳入纵向分析,提高了学生生活经历的准确性和呈现。该改进有助于研究人员在纵向分析中使用的天花板效应校正数据。对社会的影响:这里描述的方法提供了一个框架,可以系统地包括存在天花板效应的开放式定性数据。未来研究:未来研究应在相似样本、不同领域博士生样本和硕士生样本中验证编码过程。
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Mitigating Ceiling Effects in a Longitudinal Study of Doctoral Engineering Student Stress and Persistence
Aim/Purpose: The research reported here aims to demonstrate a method by which novel applications of qualitative data in quantitative research can resolve ceiling effect tensions for educational and psychological research. Background: Self-report surveys and scales are essential to graduate education and social science research. Ceiling effects reflect the clustering of responses at the highest response categories resulting in non-linearity, a lack of variability which inhibits and distorts statistical analyses. Ceiling effects in stress reported by students can negatively impact the accuracy and utility of the resulting data. Methodology: A longitudinal sample example from graduate engineering students’ stress, open-ended critical events, and their early departure from doctoral study considerations demonstrate the utility and improved accuracy of adjusted stress measures to include open-ended critical event responses. Descriptive statistics are used to describe the ceiling effects in stress data and adjusted stress data. The longitudinal stress ratings were used to predict departure considerations in multilevel modeling ANCOVA analyses and demonstrate improved model predictiveness. Contribution: Combining qualitative data from open-ended responses with quantitative survey responses provides an opportunity to reduce ceiling effects and improve model performance in predicting graduate student persistence. Here, we present a method for adjusting stress scale responses by incorporating coded critical events based on the Taxonomy of Life Events, the application of this method in the analysis of stress responses in a longitudinal data set, and potential applications. Findings: The resulting process more effectively represents the doctoral student experience within statistical analyses. Stress and major life events significantly impact engineering doctoral students’ departure considerations. Recommendations for Practitioners: Graduate educators should be aware of students’ life events and assist students in managing graduate school expectations while maintaining progress toward their degree. Recommendation for Researchers: Integrating coded open-ended qualitative data into statistical models can increase the accuracy and representation of the lived student experience. The new approach improves the accuracy and presentation of students’ lived experiences by incorporating qualitative data into longitudinal analyses. The improvement assists researchers in correcting data with ceiling effects for use in longitudinal analyses. Impact on Society: The method described here provides a framework to systematically include open-ended qualitative data in which ceiling effects are present. Future Research: Future research should validate the coding process in similar samples and in samples of doctoral students in different fields and master’s students.
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来源期刊
International Journal of Doctoral Studies
International Journal of Doctoral Studies Social Sciences-Education
CiteScore
4.10
自引率
0.00%
发文量
16
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