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Comparing the Performance of Seasonal ARIMAX Model and Nonparametric Regression Model in Predicting Claim Reserve of Education Insurance

机译:比较季节性ARIMAX模型和非参数回归模型在预测教育保险索赔储备中的性能

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One of the biggest problems in the continuity of one's education is the education fee which is often unaffordable. Therefore, the existence of education insurance is a solution to this problem. Along with increasing public interest in education insurance, insurance companies need to adjust the claims reserves with the number of claims paid to maintain the company's capital. Claim reserves are funds that must be provided by insurance companies to fulfil obligations to policy holders in the future. Losses and inaccuracies in the payment of insurance claims will result in the policy holder and the insurance company itself. Therefore, it is necessary to do a prediction of insurance company's monthly reserve claims. In education insurance, the claim reserve data has seasonal characteristics and the number of educational insurance claims tends to increase at the turn of the school year. These fluctuating patterns are supposed to fit the application of the SARIMA model and the nonparametric regression model with the Fourier series estimator in forecasting. Fourier series is a function that has flexibility in approaching fluctuating, seasonal, and recurring data patterns. The results showed that the prediction accuracy of the SARIMAX model was higher than the nonparametric regression model with MAPE of 15% and 4% respectively.
机译:一个人的教育连续性的最大问题之一是往往无法实现的教育费用。因此,教育保险的存在是解决这个问题的解决方案。随着越来越多的公众对教育保险的兴趣,保险公司需要在维持公司资本的索赔人数时调整权利要求储备金。索赔储备是必须由保险公司提供的资金,以履行未来政策持有人的义务。支付保险索赔的损失和不准确将导致政策持有人和保险公司本身。因此,有必要对保险公司的每月储备索赔预测进行预测。在教育保险中,索赔储备数据具有季节性特征,教育保险索赔人数往往在学年之交增加。这些波动模式应该符合Sarima模型和非参数回归模型的应用与傅里叶系列估计器在预测中。傅立叶系列是一种在接近波动,季节性和经常性数据模式方面具有灵活性的功能。结果表明,Sarimax模型的预测精度高于非参数回归模型,分别为15%和4%。

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