基于重力数据的贝叶斯深度神经网络测深预测与不确定性量化

Jiuqiang Yang;Chenguang Liu;Yanliang Pei;Pengyao Zhi;Niantian Lin;Long Ma
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引用次数: 0

摘要

由于海底地形与海洋重力场密切相关,利用重力数据进行海底地形反演已成为主流方法。传统的深度神经网络(deep neural network, DNN)方法虽然在水深预测中具有很大的潜力,但既不能评估预测过程的不确定性,也不能评估不确定性对预测结果的影响,限制了其实际应用价值。为了解决这一问题,提出了一种贝叶斯深度神经网络(BDNN)方法进行水深预测和不确定性量化。该方法将蒙特卡罗(MC) dropout变分推理引入到传统深度神经网络的结构中。因此,该模型仅在少量网络结构变化的情况下实现了预测结果的不确定性量化。此外,将捕获的不确定性反馈到网络训练过程中,以约束模型参数并校准水深预测结果。实验结果表明,与传统的深度神经网络和海底地形反演模型相比,所提出的BDNN模型提供了更可靠和准确的水深预测结果。此外,该模型量化的不确定性结果与海底地形具有显著的空间相关性,为预测结果提供了较高的置信度,降低了海底地形解释的风险,从而证明了BDNN在重力数据精确测深预测中的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bathymetric Prediction and Uncertainty Quantification Using a Bayesian Deep Neural Network Based on Gravity Data
As seabed topography is closely related to the ocean gravity field, utilizing gravity data for seabed topography inversion has become the mainstream method. Although conventional deep neural network (DNN) methods have great potential in bathymetric prediction, they can neither evaluate the uncertainty of the prediction process nor the impact of uncertainty on prediction results, which limits their practical application value. To address this problem, a Bayesian DNN (BDNN) method is proposed for bathymetric prediction and uncertainty quantification. This method introduces Monte Carlo (MC) dropout variational inference into the architecture of a conventional DNN. Thus, the model achieves uncertainty quantification of prediction results with only a small amount of network structure changes. In addition, the captured uncertainty is fed back into the network training process to constrain the model parameters and calibrate the bathymetric prediction results. The experimental results show that the proposed BDNN model provides more reliable and accurate bathymetric prediction results than the conventional DNN and seabed topography inversion models. Moreover, the uncertainty results quantified by the model have a significant spatial correlation with the seabed topography, providing high confidence in the prediction results and reducing the risk in the interpretation of seabed topography, thus proving the potential of BDNN for accurate bathymetric prediction from gravity data.
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