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A Variational Bayesian Estimation Scheme For Parametric Point-Like Pollution Source of Groundwater Layers

机译:地下水层参数类点污染源的变分贝叶斯估计方案

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This paper considers the identification of point-like source of groundwater pollution. The ill-posed character of this problem has recently led to the introduction of a regularization approach that combines source parametrization, and penalization of undesirable solutions based on prior information about the source parameters, thereby ending up with a parametric Bayesian estimation framework. In this framework, a stochastic-type Markov Chain Monte Carlo (MCMC) method has been introduced as an approximate computation tool of the posterior mean estimate of both source parameters and variance of the (assumed homogeneous) observation noise. Being in the more general case of inhomogeneous noise, our main goal is to propose a deterministic-type computation method based on the variational Bayesian approach. Simulation results suggest that the proposed scheme can provide comparable estimation accuracy to MCMC while requiring less computational time.
机译:本文考虑了点状地下水污染源的识别。这个问题的不适特征最近导致引入一种正则化方法,该方法结合了源参数化和基于关于源参数的先验信息对不想要的解决方案进行惩罚,从而最终形成了参数贝叶斯估计框架。在此框架中,已经引入了随机类型的马尔可夫链蒙特卡洛(MCMC)方法作为源参数和(假定为均匀的)观测噪声方差的后验均值估计的近似计算工具。在非均匀噪声的更一般情况下,我们的主要目标是提出一种基于变分贝叶斯方法的确定性计算方法。仿真结果表明,所提出的方案可以提供与MCMC相当的估计精度,同时所需的计算时间更少。

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