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Adaptive parameter tuning for agent-based modeling and simulation

机译:自适应参数调整,用于基于代理的建模和仿真

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The purpose of this study was to solve the parameter-tuning problem of complex systems modeled in an agent-based modeling and simulation environment. As a good set of parameters is necessary to demonstrate the target behavior in a realistic way, modeling a complex system constitutes an optimization problem that must be solved for systems with large parameter spaces. This study presents a three-step hybrid parameter-tuning approach for agent-based models and simulations. In the first step, the problem is defined; in the second step, a parameter-tuning process is performed using the following meta-heuristic algorithms: the Genetic Algorithm, the Firefly Algorithm, the Particle Swarm Optimization algorithm, and the Artificial Bee Colony algorithm. The critical parameters of the meta-heuristic algorithms used in the second step are tuned using the adaptive parameter-tuning method. Thus, new meta-heuristic algorithms are developed, namely, the Adaptive Genetic Algorithm, the Adaptive Firefly Algorithm, the Adaptive Particle Swarm Optimization algorithm, and the Adaptive Artificial Bee Colony algorithm. In the third step, the control phase, the algorithm parameters obtained via the adaptive parameter-tuning method and the parameter values of the model obtained from the meta-heuristic algorithms are manually provided to the developed tool performing the parameter-tuning process and they are tested. The best results are achieved when the meta-heuristic algorithms that were successful in the optimization process are used with their critical parameters adjusted for optimum results. The proposed approach is tested by using the Predator-Prey model, the Eight Queens model, and the Flow Zombies model, and the results are compared.
机译:这项研究的目的是解决在基于代理的建模和仿真环境中建模的复杂系统的参数调整问题。由于必须有一组良好的参数来以现实的方式演示目标行为,因此对复杂系统进行建模会构成一个优化问题,对于具有大参数空间的系统,必须解决该优化问题。这项研究针对基于代理的模型和仿真提出了一种三步混合参数调整方法。第一步,定义问题;在第二步中,使用以下元启发式算法执行参数调整过程:遗传算法,萤火虫算法,粒子群优化算法和人工蜂群算法。使用自适应参数调整方法调整第二步中使用的元启发式算法的关键参数。因此,开发了新的元启发式算法,即自适应遗传算法,自适应萤火虫算法,自适应粒子群优化算法和自适应人工蜂群算法。在第三步中,将控制阶段,通过自适应参数调整方法获得的算法参数以及从元启发式算法获得的模型的参数值手动提供给执行参数调整过程的已开发工具,它们分别是经过测试。当使用在优化过程中成功的元启发式算法及其关键参数进行调整以获得最佳结果时,可获得最佳结果。通过使用Predator-Prey模型,Eight Queens模型和Flow Zombies模型对提出的方法进行了测试,并对结果进行了比较。

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