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一种结合权重调整和延迟移位的基于脉冲神经元的分类器。

-A Spiking Neuron-Based Classifier That Combines Weight-Adjustment and Delay-Shift.

作者信息

Susi Gianluca, Antón-Toro Luis F, Maestú Fernando, Pereda Ernesto, Mirasso Claudio

机构信息

UPM-UCM Laboratory of Cognitive and Computational Neuroscience, Centro de Tecnologia Biomedica, Madrid, Spain.

Departamento de Psicología Experimental, Facultad de Psicología, Universidad Complutense de Madrid, Madrid, Spain.

出版信息

Front Neurosci. 2021 Feb 19;15:582608. doi: 10.3389/fnins.2021.582608. eCollection 2021.

Abstract

The recent "multi-neuronal spike sequence detector" (MNSD) architecture integrates the weight- and delay-adjustment methods by combining heterosynaptic plasticity with the neurocomputational feature spike latency, representing a new opportunity to understand the mechanisms underlying biological learning. Unfortunately, the range of problems to which this topology can be applied is limited because of the low cardinality of the parallel spike trains that it can process, and the lack of a visualization mechanism to understand its internal operation. We present here the nMNSD structure, which is a generalization of the MNSD to any number of inputs. The mathematical framework of the structure is introduced, together with the "trapezoid method," that is a reduced method to analyze the recognition mechanism operated by the nMNSD in response to a specific input parallel spike train. We apply the nMNSD to a classification problem previously faced with the classical MNSD from the same authors, showing the new possibilities the nMNSD opens, with associated improvement in classification performances. Finally, we benchmark the nMNSD on the classification of static inputs (MNIST database) obtaining state-of-the-art accuracies together with advantageous aspects in terms of time- and energy-efficiency if compared to similar classification methods.

摘要

最近的“多神经元尖峰序列检测器”(MNSD)架构通过将异突触可塑性与神经计算特征尖峰潜伏期相结合,整合了权重和延迟调整方法,为理解生物学习的潜在机制提供了新机会。不幸的是,由于它能够处理的并行尖峰序列的基数较低,以及缺乏用于理解其内部操作的可视化机制,这种拓扑结构能够应用的问题范围有限。我们在此展示了nMNSD结构,它是MNSD对任意数量输入的推广。文中介绍了该结构的数学框架,以及“梯形法”,这是一种简化方法,用于分析nMNSD响应特定输入并行尖峰序列时的识别机制。我们将nMNSD应用于同一作者之前用经典MNSD处理过的分类问题,展示了nMNSD带来的新可能性以及分类性能的相关提升。最后,我们在静态输入(MNIST数据库)分类上对nMNSD进行基准测试,与类似分类方法相比,它取得了当前最优的准确率,并且在时间和能量效率方面具有优势。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/2de8/7933525/905bc8427dca/fnins-15-582608-g0001.jpg

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