《异形vs.捕食者:基于神经形态和量子设备的大脑启发稀疏编码优化

Kyle Henke, Benjamin Migliori, Garrett T. Kenyon
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引用次数: 1

摘要

机器学习通过利用传统计算硬件上的cpu和gpu取得了巨大的进步。然而,摩尔定律在这些设备上的不可避免的终结需要适应和探索新的计算平台,以继续这些进步。生物学上精确、节能的神经形态系统和完全纠缠的量子系统是实现未来进步的特别有前途的领域。在这项工作中,我们通过将这两种新型基板应用于相同的挑战,在公平竞争环境中进行了详细的比较。我们在D-Wave量子退火炉和Intel Loihi神经形态脉冲处理器上,采用生物启发的局部竞争算法(LCA)解决了稀疏编码问题。选取Fashion-MNIST数据集,通过稀疏主成分分析(sPCA)进行降维。创建了一个符号翻转的第二个数据集,并将其附加到原始数据集上,以便为每个类提供一个平均零分布,有效地创建了一个数据不能线性分离的环境。提出了一种Loihi的早期归一化技术,并对三种变量的最优参数选择和无监督字典学习进行了分析。研究正在进行中,但初步结果表明,每种计算基板都需要以略微不同的方式来铸造NP-Hard优化问题,以最好地捕捉个体优势,而新的Loihi方法允许在两者之间进行更现实的比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Alien vs. Predator: Brain Inspired Sparse Coding Optimization on Neuromorphic and Quantum Devices
Machine Learning has achieved immense progress by exploiting CPUs and GPUs on classical computing hardware. However, the inevitable end of Moore’s Law on these devices requires the adaptation and exploration of novel computational platforms in order to continue these advancements. Biologically accurate, energy efficient neuromorphic systems and fully en-tangled quantum systems are particularly promising arenas for enabling future advances. In this work, we perform a detailed comparison on a level playing field between these two novel substrates by applying them to an identical challenge.We solve the sparse coding problem using the biologically inspired Locally Competitive Algorithm (LCA) on the D-Wave quantum annealer and Intel Loihi neuromorphic spiking processor. The Fashion-MNIST data set was chosen and dimensionally-reduced by sparse Principal Component Analysis (sPCA). A sign flipped second data set was created and appended to the original in order to give each class a mean zero distribution, effectively creating an environment where the data could not be linearly separated. An early in time normalization technique for Loihi is presented along with analysis of optimal parameter selection and unsupervised dictionary learning for all three variations. Studies are ongoing, but preliminary results suggest each computational substrate requires casting the NP-Hard optimization problem in a slightly different manner to best capture the individual strengths, and the new Loihi method allows for more realistic comparison between the two.
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