Published 05 April 2023.One of the most challenging aspects of multivariate geostatistics is dealing with complex relationships between variables. Geostatistical co-simulation and spatial decorrelation methods, commonly used for modelling multiple variables, are ineffective in the presence of multivariate complexities. On the other hand, multi-Gaussian transforms are designed to deal with complex multivariate relationships, such as non-linearity, heteroscedasticity and geological constraints. These methods transform the variables into independent multi-Gaussian factors that can be individually simulated. This study compares the performance of the following multi-Gaussian transforms: rotation based iterative Gaussianisation, projection pursu...
Modeling multivariate variables with complexity in a cross-correlation structure is always applicabl...
Three methods for spatial prediction in Gaussian and transformed Gaussian random fields are describe...
Given a vectorial data set in two dimensions, a representation on a complex domain is often convenie...
To speed up multivariate geostatistical simulation it is common to transform the set of attributes i...
Multivariate geostatistical techniques take into account the statistical and spatial relationships b...
This work addresses the problem of the cosimulation of cross-correlated variables with inequality co...
Stochastic modeling of interdependent continuous spatial attributes is now routinely carried out in ...
Cokriging is the common method of spatial interpolation (best linear unbiased prediction) in multiva...
This paper briefly describes geostatistical models for Gaussian and non-Gaussian data and demonstrat...
The multi-Gaussian model is used in geostatistical applications to predict functions of a regionali...
Modeling and prediction multivariate geostatistical techniques can be successfully applied to study ...
AbstractGaussian geostatistical models (GGMs) and Gaussian Markov random fields (GMRFs) are two dist...
Standard geostatistical methods in hydrogeology assume a multi-Gaussian distribution of the log-hydr...
Geostatistical methods have been increasingly used as powerful techniques for predicting spatial att...
Abstract: Two robust approaches to principal component analysis and factor analysis are presented. T...
Modeling multivariate variables with complexity in a cross-correlation structure is always applicabl...
Three methods for spatial prediction in Gaussian and transformed Gaussian random fields are describe...
Given a vectorial data set in two dimensions, a representation on a complex domain is often convenie...
To speed up multivariate geostatistical simulation it is common to transform the set of attributes i...
Multivariate geostatistical techniques take into account the statistical and spatial relationships b...
This work addresses the problem of the cosimulation of cross-correlated variables with inequality co...
Stochastic modeling of interdependent continuous spatial attributes is now routinely carried out in ...
Cokriging is the common method of spatial interpolation (best linear unbiased prediction) in multiva...
This paper briefly describes geostatistical models for Gaussian and non-Gaussian data and demonstrat...
The multi-Gaussian model is used in geostatistical applications to predict functions of a regionali...
Modeling and prediction multivariate geostatistical techniques can be successfully applied to study ...
AbstractGaussian geostatistical models (GGMs) and Gaussian Markov random fields (GMRFs) are two dist...
Standard geostatistical methods in hydrogeology assume a multi-Gaussian distribution of the log-hydr...
Geostatistical methods have been increasingly used as powerful techniques for predicting spatial att...
Abstract: Two robust approaches to principal component analysis and factor analysis are presented. T...
Modeling multivariate variables with complexity in a cross-correlation structure is always applicabl...
Three methods for spatial prediction in Gaussian and transformed Gaussian random fields are describe...
Given a vectorial data set in two dimensions, a representation on a complex domain is often convenie...