Sparse Vector Binding on Spiking Neuromorphic Hardware Using Synaptic Delays

Alpha Renner, Yulia Sandamirskaya, F. Sommer, E. P. Frady
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引用次数: 8

Abstract

Vector Symbolic Architectures (VSA) were first proposed as connectionist models for symbolic reasoning, leveraging parallel and in-memory computing in brains and neuromorphic hardware that enable low-power, low-latency applications. Symbols are defined in VSAs as points/vectors in a high-dimensional neural state-space. For spiking neuromorphic hardware (and brains), particularly sparse representations are of interest, as they minimize the number of costly spikes. Furthermore, sparse representations can be efficiently stored in simple Hebbian auto-associative memories, which provide error correction in VSAs. However, the binding of spatially sparse representations is computationally expensive because it is not local to corresponding pairs of neurons as in VSAs with dense vectors. Here, we present the first implementation of a sparse VSA on spiking neuromorphic hardware, specifically Intel’s neuromorphic research chip Loihi. To reduce the cost of binding, a delay line and coincidence detection are used, trading off space with time. We show as proof of principle that our network on Loihi can perform the binding operation of a classical analogical reasoning task and discuss the cost of different sparse binding operations. The proposed binding mechanism can be used as a building block for VSA-based architectures on neuromorphic hardware.
基于突触延迟的脉冲神经形态硬件稀疏向量绑定
向量符号架构(VSA)最初被提出作为符号推理的连接主义模型,利用大脑和神经形态硬件中的并行和内存计算来实现低功耗、低延迟的应用程序。符号在vsa中被定义为高维神经状态空间中的点/向量。对于神经形态硬件(和大脑)的尖峰,特别是稀疏表示是有意义的,因为它们最小化了代价高昂的尖峰的数量。此外,稀疏表示可以有效地存储在简单的Hebbian自联想存储器中,从而为vsa提供纠错功能。然而,空间稀疏表示的绑定在计算上是昂贵的,因为它不像在具有密集向量的vsa中那样局部于相应的神经元对。在这里,我们提出了稀疏VSA在峰值神经形态硬件上的第一个实现,特别是英特尔的神经形态研究芯片Loihi。为了降低绑定成本,使用延迟线和巧合检测,在空间和时间之间进行权衡。作为原理证明,我们在Loihi上的网络可以执行经典类比推理任务的绑定操作,并讨论了不同稀疏绑定操作的代价。所提出的绑定机制可以作为基于vsa的神经形态硬件架构的构建块。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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