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Smoothing Two-dimensional Malaysian Mortality Data using P-splines Indexed by Age and Year

机译:使用年龄和年龄索引的P样分平滑二维马来西亚死亡率数据

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Nonparametric regression implements data to derive the best coefficient of a model from a large class of flexible functions. Eilers and Marx (1996) introduced P-splines as a method of smoothing in generalized linear models, GLMs, in which the ordinary B-splines with a difference roughness penalty on coefficients is being used in a single dimensional mortality data. Modeling and forecasting mortality rate is a problem of fundamental importance in insurance company calculation in which accuracy of models and forecasts are the main concern of the industry. The original idea of P-splines is extended to two dimensional mortality data. The data indexed by age of death and year of death, in which the large set of data will be supplied by Department of Statistics Malaysia. The extension of this idea constructs the best fitted surface and provides sensible prediction of the underlying mortality rate in Malaysia mortality case.
机译:非参数回归实现数据以导出来自大类灵活功能的模型的最佳系数。 EILERS和MARX(1996)引入了P样分,作为平滑的方法,在广义线性模型中平滑,其中在单一维度死亡率数据中使用具有差异粗糙度惩罚的普通B样条。建模和预测死亡率是保险公司计算的重要性问题,其中模型和预测的准确性是该行业的主要关注点。 p样分的原始思想扩展到二维死亡率数据。由死亡年龄和死亡年龄索引的数据,其中大量数据将由马来西亚统计局提供。该思想的延伸构建了最佳安装表面,并提供了马来西亚死亡率下的潜在死亡率的明智预测。

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