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Connecting micro dynamics and population distributions in system dynamics models

机译:在系统动力学模型中连接微观动力学和总体分布

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摘要

Researchers use system dynamics models to capture the mean behavior of groups of indistinguishable population elements (e.g., people) aggregated in stock variables. Yet, many modeling problems require capturing the heterogeneity across elements with respect to some attribute(s) (e.g., body weight). This paper presents a new method to connect the micro-level dynamics associated with elements in a population with the macro-level population distribution along an attribute of interest without the need to explicitly model every element. We apply the proposed method to model the distribution of Body Mass Index and its changes over time in a sample population of American women obtained from the U.S. National Health and Nutrition Examination Survey. Comparing the results with those obtained from an individual-based model that captures the same phenomena shows that our proposed method delivers accurate results with less computation than the individual-based model.
机译:研究人员使用系统动力学模型来捕获聚集在股票变量中的不可区分的人口元素(例如人)群体的平均行为。但是,许多建模问题需要针对某些属性(例如体重)捕获元素之间的异质性。本文提出了一种新方法,可以将与种群中元素相关的微观动态与具有感兴趣属性的宏观种群分布联系起来,而无需显式地对每个元素进行建模。我们采用拟议的方法对从美国国家健康和营养检查调查获得的美国女性样本人群的体重指数分布及其随时间的变化进行建模。将结果与从捕获相同现象的基于个体的模型获得的结果进行比较表明,与基于个体的模型相比,我们提出的方法以较少的计算量提供了准确的结果。

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