LGCYNov 25, 2015

MOOCs Meet Measurement Theory: A Topic-Modelling Approach

arXiv:1511.07961v110 citations
Originality Incremental advance
AI Analysis

This work addresses the costly and expert-dependent process of psychometric testing in education, making it more accessible for MOOC platforms, though it is incremental in adapting existing methods.

The paper tackles the challenge of automating psychometric testing for MOOC students by using topic models on forum posts as items, achieving interpretable topics that conform to educational scaling constraints as validated by expert surveys.

This paper adapts topic models to the psychometric testing of MOOC students based on their online forum postings. Measurement theory from education and psychology provides statistical models for quantifying a person's attainment of intangible attributes such as attitudes, abilities or intelligence. Such models infer latent skill levels by relating them to individuals' observed responses on a series of items such as quiz questions. The set of items can be used to measure a latent skill if individuals' responses on them conform to a Guttman scale. Such well-scaled items differentiate between individuals and inferred levels span the entire range from most basic to the advanced. In practice, education researchers manually devise items (quiz questions) while optimising well-scaled conformance. Due to the costly nature and expert requirements of this process, psychometric testing has found limited use in everyday teaching. We aim to develop usable measurement models for highly-instrumented MOOC delivery platforms, by using participation in automatically-extracted online forum topics as items. The challenge is to formalise the Guttman scale educational constraint and incorporate it into topic models. To favour topics that automatically conform to a Guttman scale, we introduce a novel regularisation into non-negative matrix factorisation-based topic modelling. We demonstrate the suitability of our approach with both quantitative experiments on three Coursera MOOCs, and with a qualitative survey of topic interpretability on two MOOCs by domain expert interviews.

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