Many studies in the field of education analytics have identified student grade point averages (GPA) as an important indicator and predictor of students' final academic outcomes (graduate or halt). And while semester-to-semester fluctuations in GPA are considered normal, significant changes in academic performance may warrant more thorough investigation and consideration, particularly with regards to final academic outcomes. However, such an approach is challenging due to the difficulties of representing complex academic trajectories over an academic career. In this study, we apply a Hidden Markov Model (HMM) to provide a standard and intuitive classification over students' academic-performance levels, which leads to a compact representation of academic-performance trajectories. Next, we explore the relationship between different academic-performance trajectories and their correspondence to final academic success. Based on student transcript data from University of Central Florida, our proposed HMM is trained using sequences of students' course grades for each semester. Through the HMM, our analysis follows the expected finding that higher academic performance levels correlate with lower halt rates. However, in this paper, we identify that there exist many scenarios in which both improving or worsening academic-performance trajectories actually correlate to higher graduation rates. This counter-intuitive finding is made possible through the proposed and developed HMM model.
翻译:教育分析领域的许多研究都发现,学生年级分点平均数(GPA)是学生最后学业成绩(研究生或停学)的重要指标和预测。 虽然GPA的学到学期波动被认为是正常的,但学术表现的重大变化可能需要进行更彻底的调查和考虑,特别是在最后学业成绩方面。然而,由于很难代表复杂的学术轨迹,这种办法具有挑战性。在本研究中,我们采用隐性马可夫模式(HMM)为学生学业成绩水平提供标准和直观的分类,从而导致学术成绩轨迹的集中代表。接下来,我们探索不同学术成绩轨迹及其与最后学业成绩的对应关系。根据中佛罗里达大学的学生成绩记录数据,我们提议的HMM公司每学期课程分级顺序培训。通过HMM项目,我们的分析发现,预期较高的学术成绩水平与较低的停业率相关。然而,我们发现,在本文中,我们发现,通过不断升级或正在恶化的学习成绩,这实际上已经形成了许多高水平。