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水库计算方法的实验性统一

An experimental unification of reservoir computing methods.

作者信息

Verstraeten D, Schrauwen B, D'Haene M, Stroobandt D

机构信息

Department of Electronics and Information Systems, Ghent University, Sint-Pietersnieuwstraat 41, 9000 Gent, Belgium.

出版信息

Neural Netw. 2007 Apr;20(3):391-403. doi: 10.1016/j.neunet.2007.04.003. Epub 2007 Apr 29.

Abstract

Three different uses of a recurrent neural network (RNN) as a reservoir that is not trained but instead read out by a simple external classification layer have been described in the literature: Liquid State Machines (LSMs), Echo State Networks (ESNs) and the Backpropagation Decorrelation (BPDC) learning rule. Individual descriptions of these techniques exist, but a overview is still lacking. Here, we present a series of experimental results that compares all three implementations, and draw conclusions about the relation between a broad range of reservoir parameters and network dynamics, memory, node complexity and performance on a variety of benchmark tests with different characteristics. Next, we introduce a new measure for the reservoir dynamics based on Lyapunov exponents. Unlike previous measures in the literature, this measure is dependent on the dynamics of the reservoir in response to the inputs, and in the cases we tried, it indicates an optimal value for the global scaling of the weight matrix, irrespective of the standard measures. We also describe the Reservoir Computing Toolbox that was used for these experiments, which implements all the types of Reservoir Computing and allows the easy simulation of a wide range of reservoir topologies for a number of benchmarks.

摘要

文献中描述了递归神经网络(RNN)作为一种储层的三种不同用途,这种储层无需训练,而是由一个简单的外部分类层进行读出:液态机器(LSM)、回声状态网络(ESN)和反向传播去相关(BPDC)学习规则。虽然对这些技术都有单独的描述,但仍缺乏一个综述。在此,我们展示了一系列实验结果,对这三种实现方式进行了比较,并就广泛的储层参数与网络动力学、记忆、节点复杂性以及在具有不同特征的各种基准测试中的性能之间的关系得出了结论。接下来,我们基于李雅普诺夫指数引入了一种新的储层动力学度量。与文献中先前的度量不同,这种度量取决于储层对输入的响应动力学,并且在我们尝试的案例中,它表明了权重矩阵全局缩放的最优值,而与标准度量无关。我们还描述了用于这些实验的储层计算工具箱,它实现了所有类型的储层计算,并允许针对多个基准轻松模拟各种储层拓扑结构。

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