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Error propagations in step-by-step predictions: examples for environmental management using regression models for lake ecosystems

机译:逐步预测中的误差传播:使用湖泊生态系统回归模型进行环境管理的示例

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摘要

In step-by-step predictions a desired y-variable is predicted in several steps in such a way that the model variables used to predict y are themselves predicted variables. The aim of this paper is not to discuss mathematica1/analytical aspects of error propagation, since this has been treated before, but to utilise a comprehensive set of data from lakes to illustrate and discuss some inherent problems with step-by-step predictions in ecosystem modelling. Data from real ecosystems are always more or less flawed/uncertain due to technical and economical restraints related to sampling, sample preparation and analytical methods, and it is often impossible to find "independent" operationally defined variables (like water chemical and/or biological variables) for natural ecosystems, where "everything depends on everything else". A central question in this work is. How is error propagation manifested for step-by-step predictions for regression models based on such data? Monte Carlo simulations have been used to study error propagations since this method is very useful for such quantifications. In the first case study, the objective is to predict lake morphometric variables from catchment area maps. The second example concerns regression models for mercury in lakes. Predictive accuracy is generally lost at all steps in step-by-step predictive models. This means that the confidence limits may be very wide if many steps are used in the prediction. It therefore follows that regression models of this kind should use the fewest possible steps and that critical tests of the predictions s hould be undertaken.
机译:在分步预测中,期望的y变量会分几步进行预测,以使用于预测y的模型变量本身就是预测变量。本文的目的不是讨论错误传播的数学1 /分析方面,因为这已经被处理过,而是利用来自湖泊的一组综合数据来说明和讨论生态系统逐步预测中的一些固有问题。造型。由于与采样,样品制备和分析方法有关的技术和经济限制,来自真实生态系统的数据始终或多或少具有缺陷/不确定性,并且通常不可能找到“独立的”操作定义变量(例如水化学和/或生物变量) )的自然生态系统,其中“一切都取决于其他一切”。这项工作的核心问题是。在基于此类数据的回归模型的逐步预测中,误差传播如何体现?蒙特卡洛模拟已用于研究误差传播,因为此方法对于此类量化非常有用。在第一个案例研究中,目标是从流域面积图预测湖泊形态计量变量。第二个示例涉及湖泊中汞的回归模型。分步预测模型中的所有步骤通常都会失去预测准确性。这意味着,如果在预测中使用许多步骤,则置信极限可能会很宽。因此可以得出结论,这种回归模型应使用最少的步骤,并对预测进行严格的测试。

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