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A Formal but Non-Automated Method to Test the Sensitivity of System Dynamics Models

机译:一种正式但非自动化的方法来测试系统动力学模型的灵敏度

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Sensitivity testing of parameters can add greatly to the validity of a system dynamics model. Most model builders view parameter sensitivity tests as confirming whether a small perturbation to a parameter's numerical value results in a significant change in the model's behaviour. The results of these tests can indicate the level of accuracy that is required when assigning numerical values to a model's parameters, and also narrow down the search for improved policy. It can be impractical to run a sensitivity analysis on a trial and error basis because of the large number of permutations that exist. There are various strategies for approaching the sensitivity-testing task and these are reviewed. A formal and straightforward process for analysing the sensitivity of system dynamics models is proposed. A range of single parameter sensitivity tests is performed on all model parameters. Static and behavioural performance measures are compared using Spearman's Rank Correlation Coefficient to measure the congruence between the results of the separate tests.
机译:参数的灵敏度测试可以大大增加系统动力学模型的有效性。大多数模型构建器将参数灵敏度测试视为确认对参数的数值的小扰动是否导致模型行为的重大变化。这些测试的结果可以指示将数值分配给模型参数时所需的准确性水平,并且还缩小搜索改进的策略。由于存在的许多排列,对试验和误差进行敏感性分析来运行敏感性分析可能是不切实际的。接近灵敏度测试任务有各种策略,这些策略被审查。提出了一种用于分析系统动力学模型的灵敏度的正式和直接过程。在所有型号参数上执行一系列单个参数灵敏度测试。使用Spearman的秩相关系数进行比较静态和行为性能测量,以测量单独测试结果之间的一致性。

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