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Using TOEFL sub-scores to predict SPEAK test outcome: A multivariate Bayesian model

机译:使用托福子分数来预测讲台测试结果:多元贝叶斯模型

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The Test of English as a Foreign Language (TOEFL), produced by the Educational Testing Service (ETS), has been in use in institutions of higher American education since the 1960s as a means of measuring incoming international students' English proficiency. But like any test, the TOEFL is imperfect. For instance, whereas a high TOEFL score may be sufficient to admit an international student to an American graduate school, many colleges and universities require more rigorous proof of a student's English proficiency-often in the form of a passing score on a school-specific oral assessment-if he seeks employment as a Graduate Teaching Assistant (GTA). This is the case at the University of Virginia (UVa), where international graduate students are required to take the Speaking Proficiency English Assessment Kit (SPEAK) test if they apply for GTA positions; without a passing score, would-be GTAs are prohibited from interacting with undergraduate students in a teaching capacity. Academic departments sustain considerable risk extending offers of employment to GTAs based on the students' high TOEFL scores, as strong TOEFL performance does not guarantee a passing SPEAK test score. To mitigate this risk, forecasting models which use the TOEFL sub-scores of Speaking, Listening, Writing, and Reading to forecast SPEAK test outcome are applied. A student's sub-scores act as predictive inputs to each model, which outputs the posterior probability of his SPEAK test failure. Bayes Theorem provides the structure required to obtain this probability, and the multivariate meta-Gaussian distribution captures the stochastic dependence between the sub-scores. Therefore, these models are classified as Bayesian Meta-Gaussian Forecasters (BMGFs). Our findings are that (i) no combination of two, three, or four sub-scores is more informative than the Speaking sub-score alone, and (ii) in the absence of the Speaking sub-score, no combination of two, three, or four sub-scores is more informative than the Listening sub-score alone. Academic departments at UVa could use these probabilistic forecasts to better account for risk when dispensing offers of employment to potential GTAs.
机译:由教育检测服务(ETS)产生的英语作为外语(托福)的测试,自20世纪60年代以来一直在美国教育机构中使用,作为衡量进入国际学生英语水平的手段。但像任何测试一样,托福是不完善的。例如,虽然高托福分数可能足以让国际学生承认美国研究生院,但许多高校需要更严格的学生英语水平证明 - 通常以学校特定的口头传球得分的形式评估 - 如果他认为就业作为研究生教学助理(GTA)。这是弗吉尼亚大学(UVA)的情况,如果申请GTA职位,国际研究生必须参加演讲熟练的英语评估套件(说话)测试;没有进入得分,禁止将GTA与本科生以教学能力进行互动。基于学生的高托福分数,学术部门维持可观的风险向GTA提供给GTA,因为强大的Toefl表现并不能保证通过演讲测试得分。为了缓解这种风险,应用了使用托福子分数的口语,倾听,写作和阅读预测的预测模型。学生的子分数充当每个模型的预测投入,其输出了他说话的测试失败的后验概率。贝叶斯定理提供了获得这种概率所需的结构,并且多变量元 - 高斯分布捕获子分数之间的随机依赖性。因此,这些模型被归类为贝叶斯元高斯预报(BMGF)。我们的调查结果是(i)没有两种,三个或四个子分数的组合比单独的口语分数更为丰富,而(ii)在没有说话的分数的情况下,没有两个,三个或者四个子分数比单独的收听分数更具信息量。 UVA的学术部门可以使用这些概率预测来更好地解释为潜在GTA的就业提供时的风险。

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