We focus on the Bayesian estimation of strongly heterogeneous transmissivity fields conditional on data sampled at a set of locations in an aquifer. Log-transmissivity, Y, is modeled as a stochastic Gaussian process, parameterized through a truncated Karhunen-LoSve (KL) expansion. We consider Y fields characterized by a short correlation scale as compared to the size of the observed domain. These systems are associated with a KL decomposition which still requires a high number of parameters, thus hampering the efficiency of the Bayesian estimation of the underlying stochastic field. The distinctive aim of this work is to present an efficient approach for the stochastic inverse modeling of fully saturated groundwater flow in these types of s...
We assess the applicability and performance of a methodology of inverting stochastic mean groundwate...
Groundwater modelers face the challenge of how to assign representative parameter values to the stud...
We explore the ability of the greedy algorithm to serve as an effective tool for the construction of...
We focus on the Bayesian estimation of strongly heterogeneous transmissivity fields conditional on d...
The paper deals with the crucial problem of the groundwater parameter estimation that is the basis f...
Characterizing the spatial heterogeneity of aquifer properties, particularly hydraulic conductivity,...
We explore the way in which uncertain descriptions of aquifer heterogeneity and groundwater flow imp...
We investigate Bayesian techniques that can be used to reconstruct field variables from partial obse...
The correct management of groundwater and the prediction of solute transport in aquifers is based on...
We present a Bayesian inversion method for the joint inference of high-dimensional multi-Gaussian hy...
In this paper, we develop a surrogate modelling approach for capturing the output field (e.g., the p...
In this work, an empirical Bayes method was applied to estimate highly parameterized transmissivity ...
AbstractComprehensive characterization of the spatial variability of aquifer hydraulic parameters is...
We assess the applicability and performance of a methodology of inverting stochastic mean groundwate...
Groundwater modelers face the challenge of how to assign representative parameter values to the stud...
We explore the ability of the greedy algorithm to serve as an effective tool for the construction of...
We focus on the Bayesian estimation of strongly heterogeneous transmissivity fields conditional on d...
The paper deals with the crucial problem of the groundwater parameter estimation that is the basis f...
Characterizing the spatial heterogeneity of aquifer properties, particularly hydraulic conductivity,...
We explore the way in which uncertain descriptions of aquifer heterogeneity and groundwater flow imp...
We investigate Bayesian techniques that can be used to reconstruct field variables from partial obse...
The correct management of groundwater and the prediction of solute transport in aquifers is based on...
We present a Bayesian inversion method for the joint inference of high-dimensional multi-Gaussian hy...
In this paper, we develop a surrogate modelling approach for capturing the output field (e.g., the p...
In this work, an empirical Bayes method was applied to estimate highly parameterized transmissivity ...
AbstractComprehensive characterization of the spatial variability of aquifer hydraulic parameters is...
We assess the applicability and performance of a methodology of inverting stochastic mean groundwate...
Groundwater modelers face the challenge of how to assign representative parameter values to the stud...
We explore the ability of the greedy algorithm to serve as an effective tool for the construction of...