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Action Control of Autonomous Agents in Continuous Valued Space Using RFCN

机译:使用RFCN的连续值空间中自治主体的动作控制。

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Researchers on action control of autonomous agents and multiple agents have attracted increasing attention in recent years. The general methods using action control of agents are neural network, genetic programming, and reinforcement learning. In this study, we use neural network for action control of autonomous agents. Our method determines the structure and parameter of neural network in evolution. We proposed Flexibly Connected Neural Network (FCN) previously as a method of constructing arbitrary neural networks with optimized structures and parameters to solve unknown problems. FCN was applied to action control of an autonomous agent and showed experimentally that it is effective for perceptual aliasing problems. All of the experiments of FCN, however, are only in grid space. In this paper, we propose a new method based on FCN which can decide correction action in real and continuous valued space. The proposed method, called Real-valued FCN (RFCN), optimizes input-output functions of each unit, parameters of the input-output functions and speed of each unit. In order to examine its effectiveness, we applied the proposed method to action control of an autonomous agent to solve continuous-valued maze problems.
机译:近年来,有关自主智能体和多智能体的行为控制的研究人员越来越受到关注。使用代理动作控制的一般方法是神经网络,遗传编程和强化学习。在这项研究中,我们将神经网络用于自主主体的行动控制。我们的方法确定了演化过程中神经网络的结构和参数。之前,我们提出了灵活连接的神经网络(FCN)作为构建具有优化结构和参数的任意神经网络的方法,以解决未知问题。 FCN被应用于自主代理的动作控制,并通过实验证明它对感知混叠问题有效。但是,FCN的所有实验都仅在网格空间中进行。在本文中,我们提出了一种基于FCN的新方法,该方法可以决定实值和连续值空间中的校正动作。所提出的方法称为实值FCN(RFCN),它优化了每个单元的输入输出功能,输入输出功能的参数以及每个单元的速度。为了检验其有效性,我们将提出的方法应用于自主代理的动作控制,以解决连续值迷宫问题。

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