arXiv:2508.04048cs.LGquant-ph2025-08被引 1

将量子计算融入时间序列预测模型,提升精度与效率。

Quantum Temporal Fusion Transformer

  • 基于变分量子算法构建量子增强的混合架构
  • 在两个数据集上训练和测试损失均优于经典模型
  • 可在当前量子设备上运行,对硬件要求宽松

Temporal Fusion Transformer(TFT)是一种先进的基于注意力机制的深度神经网络,专为多步时间序列预测设计,已在多个基准上展现出显著性能提升。本文提出量子增强的混合量子-经典架构——量子时序融合变换器(QTFT),扩展了经典TFT的能力。该方法受《量子神经网络的力量》和《量子视觉变换器》等研究启发,核心在于采用变分量子算法,可在当前噪声中等规模量子(NISQ)设备上实现,无需严格限制量子比特数量或电路深度。实验结果表明,QTFT成功在多个预测数据集上训练并准确预测未来值;在两个不同数据集上的表现均优于其经典版本,在训练和测试损失方面均有提升。这证明了利用量子计算增强复杂机器学习任务中深度学习架构的可行性。

原文摘要 · Abstract (English)

The \textit{Temporal Fusion Transformer} (TFT), proposed by Lim \textit{et al.}, published in \textit{International Journal of Forecasting} (2021), is a state-of-the-art attention-based deep neural network architecture specifically designed for multi-horizon time series forecasting. It has demonstrated significant performance improvements over existing benchmarks. In this work, we introduce the Quantum Temporal Fusion Transformer (QTFT), a quantum-enhanced hybrid quantum-classical architecture that extends the capabilities of the classical TFT framework. The core idea of this work is inspired by the foundation studies, \textit{The Power of Quantum Neural Networks} by Amira Abbas \textit{et al.} and \textit{Quantum Vision Transformers} by El Amine Cherrat \textit{et al.}, published in \textit{ Nature Computational Science} (2021) and \textit{Quantum} (2024), respectively. A key advantage of our approach lies in its foundation on a variational quantum algorithm, enabling implementation on current noisy intermediate-scale quantum (NISQ) devices without strict requirements on the number of qubits or circuit depth. Our results demonstrate that QTFT is successfully trained on the forecasting datasets and is capable of accurately predicting future values. In particular, our experimental results on two different datasets display that the model outperforms its classical counterpart in terms of both training and test loss. These results indicate the prospect of using quantum computing to boost deep learning architectures in complex machine learning tasks.

时间序列量子计算混合模型

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