用惩罚回归法估计学习者对选择题的信心水平

T. Yamasaki, T. Kaburagi, Kaoru Kuramoto, S. Kumagai, T. Matsumoto, Y. Kurihara
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引用次数: 0

摘要

电子学习已被几家公司用于资格获取。在电子学习中,经常使用多项选择题,学习者需要选择他们认为正确的答案。审查对于解决知识的不一致和缺陷是必不可少的;因此,回答错误的问题主要是提取出来复习。然而,在正确回答的问题中,可能有一些是学习者没有信心选择的;这些问题也应摘录供审查。在本研究中,我们提出了一种方法,通过对学习者的生物信号进行惩罚回归,可以估计学习者选择多项选择题答案时的置信度水平。在本文提出的方法中,对每个问题测量学习者的以下生物信号:思考时间、操作时间、凝视的过渡距离、头部的最大倾斜角和运动距离、四种脑电波出现率、RR区间的标准差和相邻RR区间差的均方根。由生物信号计算特征值,并通过将特征值应用于惩罚回归来估计置信水平。我们对六名受试者进行了实验来评估该方法。他们回答了29道选择题和一份关于每个答案信心水平的问卷。在实验中,我们比较了岭回归、套索回归和弹性网的估计正确率。结果表明,脊型、套索型和弹性网型的平均正确率分别为56.90%、67.24%和64.95%。
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Estimating Learner’s Confidence Level for Multiple choice Questions Using the Penalized Regression Method
E-learning has been adopted by several companies for qualification acquisition. In e-learning, multiple choice questions are often used, and learners are required to choose answers that seem correct to them. Reviews are indispensable to address inconsistencies and shortcomings in knowledge; therefore, questions that are incorrectly answered are mainly extracted for review. However, among correctly answered questions, there may be some that the learner chose without confidence; these questions should also be extracted for review. In this study, we propose a method that can estimate the confidence level when a learner chooses answers for multiple choice questions by applying penalized regression to the learner’s biosignals. In the proposed method, the following biosignals are measured from the learner for each problem: thinking time, operation time, transition distance of the gaze, maximum inclination angle and movement distance of the head, appearance rate of four brain waves, standard deviation of the RR interval, and root mean square of the difference between adjacent RR intervals. Feature values are calculated by the biosignals, and the confidence level is estimated by applying the feature values to the penalized regression. We conducted an experiment with six subjects to evaluate the method. They answered 29 multiple choice questions and a questionnaire about the confidence level for each answer. In the experiment, we compared the correct rate for estimation among ridge regression, lasso regression, and elastic net. Results show that the values of the average of correct rates are 56.90%, 67.24%, and 64.95% for ridge, lasso, and elastic net, respectively.
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