2010
DOI: 10.1007/s00477-010-0434-8
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Gamma random field simulation by a covariance matrix transformation method

Abstract: In studies involving environmental risk assessment, Gaussian random field generators are often used to yield realizations of a Gaussian random field, and then realizations of the non-Gaussian target random field are obtained by an inverse-normal transformation. Such simulation process requires a set of observed data for estimation of the empirical cumulative distribution function (ECDF) and covariance function of the random field under investigation. However, if realizations of a nonGaussian random field with … Show more

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Cited by 7 publications
(9 citation statements)
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“…Readers are referred to Cheng et al (2011) for details of the bivariate gamma simulation. Liou et al (2011) extended the BVG-FF approach to gamma random field simulation through a covariance matrix transformation method. The multisite joint gamma simulation can be considered as a simplified case of the gamma random field simulation.…”
Section: Multisite Simulation Of Event-total Rainfallsmentioning
confidence: 99%
“…Readers are referred to Cheng et al (2011) for details of the bivariate gamma simulation. Liou et al (2011) extended the BVG-FF approach to gamma random field simulation through a covariance matrix transformation method. The multisite joint gamma simulation can be considered as a simplified case of the gamma random field simulation.…”
Section: Multisite Simulation Of Event-total Rainfallsmentioning
confidence: 99%
“…However, many hydrological and environmental variables are asymmetric and cannot be modeled as Gaussian random fields. Liou et al (2011) proposed a covariance matrix transformation method for an isotropic non-Gaussian random field simulation in a 2D spatial domain. This study deals with variations of streamflows in both the temporal and spatial domains.…”
Section: Spatiotemporal Model Building and Stochastic Simulation Of Tmentioning
confidence: 99%
“…This study deals with variations of streamflows in both the temporal and spatial domains. Thus, an anisotropic spatiotemporal semi-variogram model was introduced into the method of Liou et al (2011) to achieve the anisotropic stochastic simulation of multi-site streamflows. Figure 5 illustrates the conceptual process for stochastic simulation of a Pearson type III random field.…”
Section: Spatiotemporal Model Building and Stochastic Simulation Of Tmentioning
confidence: 99%
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