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理解涌现动力学:利用神经网络的集体活动坐标识别时变模式。

Understanding Emergent Dynamics: Using a Collective Activity Coordinate of a Neural Network to Recognize Time-Varying Patterns.

作者信息

Hopfield John J

机构信息

Princeton Neuroscience Institute, Princeton University, Princeton, NJ 08544, U.S.A.

出版信息

Neural Comput. 2015 Oct;27(10):2011-38. doi: 10.1162/NECO_a_00768. Epub 2015 Aug 27.

Abstract

In higher animals, complex and robust behaviors are produced by the microscopic details of large structured ensembles of neurons. I describe how the emergent computational dynamics of a biologically based neural network generates a robust natural solution to the problem of categorizing time-varying stimulus patterns such as spoken words or animal stereotypical behaviors. The recognition of these patterns is made difficult by their substantial variation in cadence and duration. The neural circuit behaviors used are similar to those associated with brain neural integrators. In the larger context described here, this kind of circuit becomes a building block of an entirely different computational algorithm for solving complex problems. While the network behavior is simulated in detail, a collective view is essential to understanding the results. A closed equation of motion for the collective variable describes an algorithm that quantitatively accounts for many aspects of the emergent network computation. The feedback connections and ongoing activity in the network shape the collective dynamics onto a reduced dimensionality manifold of activity space, which defines the algorithm and computation actually performed. The external inputs are weak and are not the dominant drivers of network activity.

摘要

在高等动物中,复杂而稳健的行为是由大型结构化神经元集合的微观细节产生的。我描述了基于生物学的神经网络的涌现计算动力学如何为对时变刺激模式(如口语单词或动物刻板行为)进行分类的问题生成一个稳健的自然解决方案。这些模式在节奏和持续时间上的显著变化使得对它们的识别变得困难。所使用的神经回路行为类似于与脑神经元积分器相关的行为。在此处描述的更大背景下,这种回路成为解决复杂问题的完全不同计算算法的一个构建块。虽然对网络行为进行了详细模拟,但集体观点对于理解结果至关重要。集体变量的封闭运动方程描述了一种算法,该算法定量地解释了涌现网络计算的许多方面。网络中的反馈连接和持续活动将集体动力学塑造到活动空间的降维流形上,这定义了实际执行的算法和计算。外部输入较弱,不是网络活动的主要驱动因素。

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