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首页> 外文期刊>Physica, D. Nonlinear phenomena >Reliable computing with unreliable components: Using separable environments to stabilize long-term information storage
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Reliable computing with unreliable components: Using separable environments to stabilize long-term information storage

机译:使用不可靠的组件进行可靠的计算:使用可分离的环境来稳定长期信息存储

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摘要

How, in the face of both intrinsic and extrinsic volatility, can unconventional computing fabrics store information over arbitrarily long periods? Here, we argue that the predictable structure of many realistic environments, both natural and artificial, can be used to maintain useful categorical boundaries even when the computational fabric itself is inherently volatile and the inputs and outputs are partially stochastic. As a concrete example, we consider the storage of binary classifications in connectionist networks, although the underlying principles should be applicable to other unconventional computing paradigms. Specifically, we demonstrate that an unsupervised, activity dependent plasticity rule, AHAH (Anti-Hebbian-And-Hebbian), allows binary classifications to remain stable even when the underlying synaptic weights are subject to random noise. When embedded in environments composed of separable features, the weight vector is restricted by the AHAH rule to local attractors representing stable partitions of the input space, allowing unsupervised recovery of stored binary classifications following random perturbations that leave the system in the same basin of attraction. We conclude that the stability of long-term memories may depend not so much on the reliability of the underlying substrate, but rather on the reproducible structure of the environment itself, suggesting a new paradigm for reliable computing with unreliable components. (c) 2008 Elsevier B.V. All rights reserved.
机译:面对内在和外在的波动,非常规计算结构如何在任意长时间内存储信息?在这里,我们认为,即使计算结构本身固有地易变且输入和输出是部分随机的,许多现实环境(自然的和人工的)的可预测结构也可以用于维护有用的分类边界。作为一个具体示例,我们考虑将二进制分类存储在连接主义网络中,尽管基本原理应适用于其他非常规计算范式。具体来说,我们证明了无监督的,与活动有关的可塑性规则AHAH(反希伯来人和希伯来人),即使基础突触权重受到随机噪声的影响,也允许二进制分类保持稳定。当嵌入由可分离特征组成的环境中时,AHAH规则将权重向量限制为代表输入空间稳定分区的局部吸引子,从而允许在随机扰动后无监督地恢复存储的二进制分类,从而使系统处于相同的吸引盆地。我们得出的结论是,长期存储的稳定性可能并不太取决于底层基板的可靠性,而取决于环境本身的可重现结构,这为使用不可靠组件进行可靠计算提供了新的范例。 (c)2008 Elsevier B.V.保留所有权利。

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