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Improved Path Integration Using a Modified Weight Combination Method

机译:使用改进的权重组合方法改进路径集成

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摘要

Dynamic neural fields have been used extensively to model brain functions. These models coupled with the mechanisms of path integration have further been used to model idiothetic updates of hippocampal head and place representations, motor functions and have recently gained interest in the field of cognitive robotics. The sustained packet of activity of a neural field combined with a mechanism for moving this activity provides an elegant representation of state using a continuous attractor network. Path integration (PI) is dependent on the modulation of the collateral weights in the neural field. This modulation introduces an asymmetry in the activity packet, which causes a movement of the packet to a new location in the field. The following work provides an analysis of the PI mechanism, with respect to the speed of the packet movement and the robustness of the field under strong rotational inputs. This analysis illustrates challenges in controlling the activity packet size under strong rotational inputs, as well as a limited speed capability using the existing PI mechanism. As a result of this analysis, we propose a novel modification to the weight combination method to provide a higher speed capability and increased robustness of the field. The results of this proposed method are an increase in over two times the existing speed capability and a resistance of the field to break down under strong rotational inputs.
机译:动态神经场已被广泛用于模拟脑功能。这些模型与路径整合的机制相结合,已进一步用于建模海马头部和位置表示,运动功能的惯常更新,并且最近在认知机器人技术领域引起了人们的兴趣。神经场的持续活动包与用于移动该活动的机制相结合,使用连续吸引子网络可以很好地表示状态。路径积分(PI)取决于神经场中附带权重的调制。这种调制在活动数据包中引入了不对称性,从而导致数据包移动到现场的新位置。以下工作提供了关于PI机制的分析,包括包移动的速度和强旋转输入下磁场的鲁棒性。该分析说明了在强大的旋转输入下控制活动数据包大小以及使用现有PI机制限制速度能力方面的挑战。分析的结果是,我们提出了一种对加权组合方法的新颖修改,以提供更高的速度能力和更高的鲁棒性。该方法的结果是现有速度能力提高了两倍以上,并且在强大的旋转输入下场的破坏能力更强。

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