Causal Inference and Bias in Learning Analytics: A Primer on Pitfalls Using Directed Acyclic Graphs

Joshua Weidlich, D. Gašević, H. Drachsler
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引用次数: 4

Abstract

As a research field geared toward understanding and improving learning, Learning Analytics (LA) must be able to provide empirical support for causal claims. However, as a highly applied field, tightly controlled randomized experiments are not always feasible nor desirable. Instead, researchers often rely on observational data, based on which they may be reluctant to draw causal inferences. The past decades have seen much progress concerning causal inference in the absence of experimental data. This paper introduces directed acyclic graphs (DAGs), an increasingly popular tool to visually determine the validity of causal claims. Based on this, three basic pitfalls are outlined: confounding bias, overcontrol bias, and collider bias. Further, the paper shows how these pitfalls may be present in the published LA literature alongside possible remedies. Finally, this approach is discussed in light of practical constraints and the need for theoretical development.
学习分析中的因果推理和偏差:有向无环图陷阱入门
作为一个旨在理解和改进学习的研究领域,学习分析(LA)必须能够为因果主张提供实证支持。然而,作为一个高度应用的领域,严格控制的随机实验并不总是可行和可取的。相反,研究人员往往依赖于观察数据,他们可能不愿意根据这些数据得出因果推论。在过去的几十年里,在缺乏实验数据的情况下,在因果推理方面取得了很大进展。本文介绍了有向无环图(dag),一个越来越流行的工具,以直观地确定因果主张的有效性。在此基础上,概述了三个基本缺陷:混淆偏差、过度控制偏差和碰撞偏差。此外,本文还显示了这些陷阱如何出现在已发表的洛杉矶文献中,以及可能的补救措施。最后,结合实际约束和理论发展的需要,对该方法进行了讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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