论文

Neuro-Physical Inverter:结合集成条件与残差学习的大地电磁反演框架

The Neuro-Physical Inverter: A Modular Framework for Magnetotelluric Inversion Coupling Ensemble Conditioning with Residual Learning

精选理由

arXiv 上一篇把高斯过程集成和神经网络残差学习组合起来做大地电磁反演的论文,还附不确定性度量,做地球物理反演的可以看看。

arXiv 论文提出 Neuro-Physical Inverter(NPI),一个面向地球物理反演的模块化框架,在 1D 大地电磁(MT)场景下验证。框架分两阶段:先用 Ensemble-Conditional Gaussian Process(EnsCGP)将电阻率模型的先验集成条件化到观测响应上,再用残差学习网络预测针对性修正,并通过物理耦合目标按站点微调。合成实验显示 NPI 能系统性降低集成均值误差,在 Gabbs Valley 地热区(内华达州)的宽带 MT 数据上降低了中周期波段的跨站点平均拟合偏差,同时保留可比的集成展布。

原文 · arXiv cs.LG

The Neuro-Physical Inverter: A Modular Framework for Magnetotelluric Inversion Coupling Ensemble Conditioning with Residual Learning

We present the Neuro-Physical Inverter (NPI), a modular, uncertainty-aware framework for geophysical inversion that couples ensemble-based conditioning with constrained residual learning, demonstrated in the 1D magnetotelluric (MT) setting as a controlled testbed. The framework operates in two stages. An Ensemble-Conditional Gaussian Process (EnsCGP) conditions a prior ensemble of resistivity models on the observed response, producing a physically admissible reference ensemble. A residual-learning neural network then predicts targeted corrections to this reference, trained on synthetic data and fine-tuned per station for field application through a physics-coupled objective. Because an ensemble is conditioned, refined, and propagated through both stages, every estimate carries an associated ensemble spread. Synthetic experiments show that NPI systematically reduces ensemble-mean error without destabilizing the ensemble. Applied to broadband MT data from the Gabbs Valley geothermal region (Nevada, USA), NPI reduces the across-station mean misfit over the mid-period band while retaining comparable ensemble spread. The propagated ensemble yields a factor of uncertainty that serves as an operational measure of constraint within the assumed model class. Both stages are dimension-agnostic in formulation, and the design principles established here are intended to scale to higher-dimensional parameterizations.