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Neuromorphic System for Spatial and Temporal Information Processing

delete2020-01-01
delete19
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OA
AI
A
Abdullah M. Zyarah *
K
Kevin Alejandro Hernández Gómez
D
Dhireesha Kudithipudi
DOI:10.1109/TC.2020.3000183delete
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摘要

摘要

En 中文
Neuromorphic systems that learn and predict from streaming inputs hold significant promise in pervasive edge computing and its applications. In this article, a neuromorphic system that processes spatio-temporal information on the edge is proposed. Algorithmically, the system is based on hierarchical temporal memory that inherently offers online learning, resiliency, and fault tolerance. Architecturally, it is a full custom mixed-signal design with an underlying digital communication scheme and analog computational modules. Therefore, the proposed system features reconfigurability, real-time processing, low power consumption, and low-latency processing. The proposed architecture is benchmarked to predict on real-world streaming data. The network's mean absolute percentage error on the mixed-signal system is 1.129 X lower compared to its baseline algorithm model. This reduction can be attributed to device non-idealities and probabilistic formation of synaptic connections. We demonstrate that the combined effect of Hebbian learning and network sparsity also plays a major role in extending the overall network lifespan. We also illustrate that the system offers 3.46 X reduction in latency and 77.02 X reduction in power consumption when compared to a custom CMOS digital design implemented at the same technology node. By employing specific low power techniques, such as clock gating, we observe 161.37 X reduction in power consumption.
Keyword:
Synapses
Prediction algorithms
Computer architecture
Power demand
Neurons
Neuromorphics
Computational modeling
Neuromorphic computing
hierarchical temporal memory
synthetic synapses representation
plasticity
neocortex
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IEEE Transactions on Computers 封面图
IEEE Transactions on Computers
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3.8
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被引数:
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seagate technology
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Rochester Institute of Technology
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university of texas system
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