Analyze the heterogeneity structure of two sets of different spatial data with prediction

AbstractThis research tackles the analysis of spatial covariance structure for two different spatial data sets which involve the crome ore and copper ore respectively, where crome ore lies in a regular lattice and the copper ore lies in an irregular lattice. The fitted Varigoram function to the crome ore is appeared to be the spherical model while the fitted one to the copper ore is appeared to be the De Wijsian model, the De Wijsian model is characterized to have infinite variance and this can be seen in figures that are obtain in this work. Finally, the elementary Krigins is carried to both ores and the results are encouraging. (cr) (Regular Lattice) . (cu) (Irregular Lattice) (cr) (Spherical model) (cu) (De wijsian model) .