Spiking network algorithms for scientific computing

William M. Severa, Ojas D. Parekh, Kristofor D. Carlson, C. James, J. Aimone
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引用次数: 26

Abstract

For decades, neural networks have shown promise for next-generation computing, and recent breakthroughs in machine learning techniques, such as deep neural networks, have provided state-of-the-art solutions for inference problems. However, these networks require thousands of training processes and are poorly suited for the precise computations required in scientific or similar arenas. The emergence of dedicated spiking neuromorphic hardware creates a powerful computational paradigm which can be leveraged towards these exact scientific or otherwise objective computing tasks. We forego any learning process and instead construct the network graph by hand. In turn, the networks produce guaranteed success often with easily computable complexity. We demonstrate a number of algorithms exemplifying concepts central to spiking networks including spike timing and synaptic delay. We also discuss the application of cross-correlation particle image velocimetry and provide two spiking algorithms; one uses time-division multiplexing, and the other runs in constant time.
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科学计算的峰值网络算法
几十年来,神经网络已经显示出下一代计算的前景,最近机器学习技术的突破,如深度神经网络,为推理问题提供了最先进的解决方案。然而,这些网络需要成千上万的训练过程,并且不适合科学或类似领域所需的精确计算。专用尖峰神经形态硬件的出现创造了一个强大的计算范式,可以用于这些精确的科学或其他客观计算任务。我们放弃了任何学习过程,而是手工构建网络图。反过来,这些网络通常以易于计算的复杂性产生有保证的成功。我们演示了一些算法,举例说明了尖峰网络的核心概念,包括尖峰定时和突触延迟。讨论了互相关粒子图像测速的应用,给出了两种尖峰算法;一个使用时分多路复用,另一个在恒定时间内运行。
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