Proceedings of the 3rd International Conference on Computer Supported Education 2011
DOI: 10.5220/0003328700690078
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Matrix and Tensor Factorization for Predicting Student Performance

Abstract: Abstract:Recommender systems are widely used in many areas, especially in e-commerce. Recently, they are also applied in technology enhanced learning such as recommending resources (e.g. papers, books,...) to the learners (students). In this study, we propose using state-of-the-art recommender system techniques for predicting student performance. We introduce and formulate the problem of predicting student performance in the context of recommender systems. We present the matrix factorization methods, known as … Show more

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Cited by 5 publications
(4 citation statements)
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“…(3) Positive ia coef: average number of positive elements of ia coef. Matrix T is the partially observed scoring matrix, W ∈ R U×K is a matrix where each row u is a vector containing the K latent factors describing the student u, and H ∈ R K×I is a matrix where each column i is a vector containing the K factors describing the item ("problem-view-step" group) i [1], [2]. So the observed matrix T can be approximately replaced by the multiplication of the matrix W and matrix H, the objective function is:…”
Section: Hints-modelmentioning
confidence: 99%
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“…(3) Positive ia coef: average number of positive elements of ia coef. Matrix T is the partially observed scoring matrix, W ∈ R U×K is a matrix where each row u is a vector containing the K latent factors describing the student u, and H ∈ R K×I is a matrix where each column i is a vector containing the K factors describing the item ("problem-view-step" group) i [1], [2]. So the observed matrix T can be approximately replaced by the multiplication of the matrix W and matrix H, the objective function is:…”
Section: Hints-modelmentioning
confidence: 99%
“…According to the investigation of those related works [2], [23], user-item biased can be a good choice for PSP, and it often performs better than MF. Here we compare it with other factorization techniques.…”
Section: User-item Biasedmentioning
confidence: 99%
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