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Impact of the number of peers on a mutual assessment as learner’s performance in a simulated MOOC environment using the IRT model

机译:使用IRT模型,对同行对同行评估的影响在模拟MOOC环境中的性能

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We discuss the problem of setting the best number of peers to which a given evaluation job should be assigned, in a Peer Assessment setting. The Peer Assessment is supposed to happen in a large scale class, such as in the case of Massive Open Online Courses. We use a dataset that simulate a large class (1000 students), based on Gaussian distributions of the Student Model features. Such features are related to the student’s proficiency, and assessment capability. The number of peers assigned to the same evaluation job was controlled from 3 to 50 in 6 steps using 10-point scale. The abilities of participants were estimated using Item Response Theory. All parameters of IRT models, which is called as Generalized Partial Credit Model, such as "ability", "consistency", and "strictness", were estimated well using MCMC technique; their standard deviation errors gradually decrease with the number of peers. As a preliminary result of optimisation, an appropriate number of peers was 15 as comparing the stadardised errors across the conditions.
机译:我们讨论了在对等评估设置中讨论设置应分配给定评估作业的最佳对等体的问题。同行评估应该在大规模课程中发生,例如大规模开放的在线课程。我们使用基于学生模型特征的高斯分布的大类(1000名学生)的数据集。这些特征与学生的熟练程度和评估能力有关。分配给相同的评估作业的对等体的数量使用10分尺度在6个步骤中从3到50个。使用项目响应理论估计参与者的能力。使用MCMC技术估计很好地估计了作为“能力”,“一致性”和“严格”等广义部分信用模型的IRT模型的所有参数;它们的标准偏差误差随着对等体的数量逐渐减少。作为优化的初步结果,适当数量的同行数为15,因为在整个条件下比较突出的误差。

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