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Maximum ozone concentration forecasting by functional non-parametric approaches

机译:通过功能性非参数方法预测的最大臭氧浓度

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摘要

Prediction of maximum ozone concentration is of great importance, especially to alert the population and to allow the authorities to take preventive measures soon enough. Ozone concentration and meteoro-logical variables are now observed each hour or every 10min so that we nearly get continuous observations along time, i.e. functions, as covariates. Much work has been done in the statistical community to propose effective models for predicting ozone concentration one day ahead, but there has been much less effort to study methods that take the functional nature of these data into account. We propose here two non-linear models based on kernel estimators that handle the functional characteristics of the data by means of a measure of proximity between observed functions. In addition, we use additive ideas to take exogeneous variables into account without being too sensitive to dimensionality effects. Such procedures are called multivariate functional non-parametric approaches, since our models/estimates are non-parametric (because of the non-linear structure linking the explanatory and the response variables), functional (because the variables are curves) and multi-dimensional (because we can have many functional explanatory variables). These models are used to forecast maximum ozone concentration in Toulouse (France). We compare them to more classical techniques and the results are promising.
机译:预测最大臭氧浓度非常重要,尤其是要提醒人们并允许当局尽快采取预防措施。现在每小时或每10分钟观察一次臭氧浓度和气象学变量,因此我们几乎可以随时间连续观察到协变量,即函数。统计界已经做了大量工作来提出有效的模型,以预测未来一天的臭氧浓度,但是研究方法要少得多,需要考虑这些数据的功能性质。我们在这里提出了两个基于核估计器的非线性模型,这些模型通过测量所观察函数之间的接近度来处理数据的功能特征。此外,我们使用累加的想法将外生变量考虑在内,而对尺寸影响不太敏感。这样的程序称为多元函数非参数方法,因为我们的模型/估计值是非参数的(由于将解释变量和响应变量链接在一起的非线性结构),函数(由于变量是曲线)和多维(因为我们可以有许多功能性的解释变量)。这些模型用于预测法国图卢兹的最大臭氧浓度。我们将它们与更经典的技术进行比较,结果令人鼓舞。

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