arXiv:2509.23611physics.opticscs.LG2025-09

通过并行光路实现无需非线性元件的高速光学神经网络

Spatially Parallel All-optical Neural Networks

  • 将输入信号分路并行注入多个光层,利用相干叠加实现非线性计算
  • 实验显示并行子网络越多,分类准确率越高,抗噪能力越强
  • 适合追求超低功耗与超高速计算的光子芯片应用

全光神经网络(AONNs)作为超快、低功耗计算的有前景范式受到关注。传统架构采用输入输出层间串行连接多层结构(称为空间串联AONNs),如深度神经网络(DNNs),但此类结构在信息传播中存在信号逐级退化问题,且需额外设计非线性组件以建模复杂关系。本文提出一种空间并行全光神经网络(SP-AONNs):将输入信号复制并行注入多个独立光层,通过各并行子网络间的相干干涉,天然实现非线性计算,无需主动非线性器件或迭代更新。我们构建了模块化4F光学系统实现SP-AONNs,测试其在多个图像分类基准上的表现。实验表明,并行子网络数量增加可持续提升准确率、增强噪声鲁棒性并扩展模型表达能力。结果表明,空间并行是推进光子神经计算能力的实用且可扩展策略。

原文摘要 · Abstract (English)

All-optical neural networks (AONNs) have emerged as a promising paradigm for ultrafast and energy-efficient computation. These networks typically consist of multiple serially connected layers between input and output layers--a configuration we term spatially series AONNs, with deep neural networks (DNNs) being the most prominent examples. However, such series architectures suffer from progressive signal degradation during information propagation and critically require additional nonlinearity designs to model complex relationships effectively. Here we propose a spatially parallel architecture for all-optical neural networks (SP-AONNs). Unlike series architecture that sequentially processes information through consecutively connected optical layers, SP-AONNs divide the input signal into identical copies fed simultaneously into separate optical layers. Through coherent interference between these parallel linear sub-networks, SP-AONNs inherently enable nonlinear computation without relying on active nonlinear components or iterative updates. We implemented a modular 4F optical system for SP-AONNs and evaluated its performance across multiple image classification benchmarks. Experimental results demonstrate that increasing the number of parallel sub-networks consistently enhances accuracy, improves noise robustness, and expands model expressivity. Our findings highlight spatial parallelism as a practical and scalable strategy for advancing the capabilities of optical neural computing.

光学神经网络并行计算光子芯片非线性计算

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