基于笛卡尔遗传规划的行动调度优化

M. A. A. Kappel
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引用次数: 1

摘要

行动调度优化是一个涉及到按时间顺序组织一系列行动、任务或命令以完成预先设定的目标的问题。这类问题可以在许多领域找到,比如生产计划、物流组织、机器人运动计划和游戏中智能代理的行为编程。尽管这是一个反复出现的问题,但选择执行每个任务的适当时间和顺序并不是一件简单的事情,而且通常涉及高度复杂的技术。这项工作的主要目的是提供一个简单的替代方案来解决行动调度问题,通过使用笛卡尔遗传规划作为一种方法。建议的解决方案涉及两个简单的主要步骤的应用:定义可用操作集和指定要优化的目标函数。然后,通过进化算法,自动生成最适合目标的调度方案。通过对涉及虚拟代理在模拟环境中行走的两个不同问题执行动作调度优化,测试了该方法的有效性。在这两种情况下,结果表明,在整个进化过程中,模拟代理自然选择最有效的顺序和并行组合行动,以达到更远的距离。使用进化适应性元启发式,如笛卡尔遗传规划,可以确定解决问题的最佳行动计划。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Action Scheduling Optimization using Cartesian Genetic Programming
Action scheduling optimization is a problem that involves chronologically organizing a set of actions, jobs or commands in order to accomplish a pre-established goal. This kind of problem can be found in a number of areas, such as production planning, delivery logistic organization, robot movement planning and behavior programming for intelligent agents in games. Despite being a recurrent problem, selecting the appropriate time and order to execute each task is not trivial, and typically involves highly complex techniques. The main objective of this work is to provide a simple alternative to tackle the action scheduling problem, by using Cartesian Genetic Programming as an approach. The proposed solution involves the application of two simple main steps: defining the set of available actions and specifying an objective function to be optimized. Then, by the means of the evolutionary algorithm, an automatically generated schedule will be revealed as the most fitting to the goal. The effectiveness of this methodology was tested by performing an action schedule optimization on two different problems involving virtual agents walking in a simulated environment. In both cases, results showed that, throughout the evolutionary process, the simulated agents naturally chose the most efficient sequential and parallel combination of actions to reach greater distances. The use of evolutionary adaptive metaheuristics such as Cartesian Genetic Programming allows the identification of the best possible schedule of actions to solve a problem.
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