计算机科学
深度学习
人工神经网络
加速度
可扩展性
维数(图论)
人工智能
核磁共振波谱
核磁共振
算法
模式识别(心理学)
物理
数学
数据库
经典力学
纯数学
作者
Yihui Huang,Yuncheng Gao,Zhangren Tu,Tatiana Agback,Vladislav Orekhov,Sven G. Hyberts,Gerhard Wagner,Yanqin Lin,Zhong Chen,Di Guo,Xiaobo Qu
出处
期刊:Science Advances
[American Association for the Advancement of Science]
日期:2025-09-26
卷期号:11 (39)
标识
DOI:10.1126/sciadv.adw8122
摘要
High-dimensional nuclear magnetic resonance (NMR) spectroscopy can assist in determining protein structure, but it requires time-consuming acquisition. Deep learning enables ultrafast reconstruction but is limited to spectra of up to three dimensions and cannot provide faithful reconstruction under unseen acceleration factors. Extending deep learning to handle higher-dimensional spectra and varying acceleration factors is desirable. However, scalability requires complex networks and more data, seriously hindering applications. To address this, we designed a network to learn data in one dimension (1D). First, time-domain signals were modeled as the outer product of 1D exponentials. Then, each 1D exponential was approximated with a rank-one Hankel matrix. Last, reconstruction error was corrected with a neural network. Here, we demonstrate robust 3D NMR reconstruction across acceleration factors (2 to 33) using one trained network. In addition, we find that reconstruction of 4D NMR is possible with artificial intelligence. This work opens an avenue for accelerating arbitrarily high-dimensional NMR.
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