Skewness is present in a large variety of spatial data sets (rainfalls,winds, etc) but integrating such a skewness still remains a challenge.Classically, the original variables are transformed into a Gaussianvector. Besides the problem of choosing the adequate transform, thereare a few difficulties associated with this method. As an alternative,we propose a different way to introduce skewness. The skewness comesfrom the extension of the multivariate normal distribution to themultivariate skew-normal distribution. This strategy has many advantages.The spatial structure is still captured by the variogram and theclassical empirical variogram has a known moment generating function.To illustrate the applicability of such this new approach, we presenta variety of simulations.
CITATION STYLE
Naveau, P., & Allard, D. (2005). Modeling Skewness in Spatial Data Analyis without Data Transformation (pp. 929–937). https://doi.org/10.1007/978-1-4020-3610-1_97
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