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Multi-agent system application in accordance with game theory in bi-directional coordination network model

机译:根据双向协调网络模型的博弈论,多智能体系系统应用

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摘要

The multi-agent system is the optimal solution to complex intelligent problems. In accordance with the game theory, the concept of loyalty is introduced to analyze the relationship between agents' individual income and global benefits and build the logical architecture of the multi-agent system. Besides, to verify the feasibility of the method, the cyclic neural network is optimized, the bi-directional coordination network is built as the training network for deep learning, and specific training scenes are simulated as the training background. After a certain number of training iterations, the model can learn simple strategies autonomously. Also, as the training time increases, the complexity of learning strategies rises gradually. Strategies such as obstacle avoidance, firepower distribution and collaborative cover are adopted to demonstrate the achievability of the model. The model is verified to be realizable by the examples of obstacle avoidance, fire distribution and cooperative cover. Under the same resource background, the model exhibits better convergence than other deep learning training networks, and it is not easy to fall into the local endless loop. Furthermore, the ability of the learning strategy is stronger than that of the training model based on rules, which is of great practical values.
机译:多代理系统是复杂智能问题的最佳解决方案。根据博弈论,忠诚的概念介绍,分析了代理商个人收入与全球福利之间的关系,并建立了多助理系统的逻辑架构。此外,为了验证该方法的可行性,循环神经网络经过优化,双向协调网络被构建为深度学习的培训网络,并将特定的训练场景模拟为训练背景。经过一定数量的培训迭代,模型可以自主学习简单的策略。此外,随着训练时间的增加,学习策略的复杂性逐渐上升。采用障碍,火力分布和协作封面等策略来证明模型的可实现性。验证模型可通过避避,火灾分配和协作盖的示例来实现。在相同的资源背景下,该模型表现出比其他深度学习培训网络更好的收敛性,并且落入本地无尽环路并不容易。此外,基于规则的学习策略的能力强于培训模型的能力,这具有很大的实用价值。

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