用机器学习与量子电路结合,快速准确预测质子亲和力。
Integrating Machine Learning and Quantum Circuits for Proton Affinity Predictions
- 用186个描述符+机器学习建模,预测质子亲和力。
- 模型R²达0.96,平均误差2.47 kcal/mol,接近实验精度。
- 首次将量子电路作特征编码器,兼容真实量子硬件。
解析气相离子迁移率-质谱(IM-MS)数据以推断未知结构的关键步骤是识别最有利的质子化位点。在气相中,该位点由质子亲和力(PA)测量决定。目前广泛使用质谱和从头算计算方法评估PA,但二者均耗时耗资源。因此亟需高效方法来估算PA,以快速确定复杂有机分子中多个质子结合位点中最优者。本文提出一种快速且精准的PA预测方法,结合186个描述符与机器学习模型。模型表现优异,R²达0.96,平均绝对误差(MAE)为2.47 kcal/mol,与实验不确定性相当。此外,设计量子电路作为经典神经网络的特征编码器。通过在缩减特征集上对比传统机器学习模型,结果显示该混合量子-经典模型在无噪声模拟器及真实量子硬件上均保持一致性能,证明了量子机器学习在高精度、高效PA预测中的潜力。
原文摘要 · Abstract (English)
A key step in interpreting gas-phase ion mobility coupled with mass spectrometry (IM-MS) data for unknown structure prediction involves identifying the most favorable protonated structure. In the gas phase, the site of protonation is determined using proton affinity (PA) measurements. Currently, mass spectrometry and ab initio computation methods are widely used to evaluate PA; however, both methods are resource-intensive and time-consuming. Therefore, there is a critical need for efficient methods to estimate PA, enabling the rapid identification of the most favorable protonation site in complex organic molecules with multiple proton binding sites. In this work, we developed a fast and accurate method for PA prediction by using multiple descriptors in combination with machine learning (ML) models. Using a comprehensive set of 186 descriptors, our model demonstrated strong predictive performance, with an R2 of 0.96 and a MAE of 2.47kcal/mol, comparable to experimental uncertainty. Furthermore, we designed quantum circuits as feature encoders for a classical neural network. To evaluate the effectiveness of this hybrid quantum-classical model, we compared its performance with traditional ML models using a reduced feature set derived from the full set. The result showed that this hybrid model achieved consistent performance comparable to traditional ML models with the same reduced feature set on both a noiseless simulator and real quantum hardware, highlighting the potential of quantum machine learning for accurate and efficient PA predictions.
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