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Hi First of all thanks for decades of state of the art softwares released by unidata, specially python-metpy. I have operationally used it specially for rbf interpolation as : result=metpy.interpolate.points.interpolate_to_points(points, values, grid2, interp_type='rbf',rbf_func='linear',rbf_smooth=0.) by the way I didn't understand method until I reprogrammed it in fortran. metpy routine is highly paralelised so uses asmuch as possible from remote server capacities. I have the following suggestions: 1- First of all, It would be great if we can some-how disable parallelization of control the consumption of CPU capacity so that other WRF runs can start when the program is running. 2- RBF method requires to calculate an inverted matrix(with the shape n*n and n being the number of observations). The majority of calculation (also the benefit of RBF method) is based on this step. Finally the inverted matrix is performed dot product with a matrix of station-grid distances (or type of rbf function implemented on it) which is straight-forward. If we want to interpolate multiple variables in the same location, we need to loop over metpy interpolation routine, but if the number and position of observations do not change, there would be no need to calculate inverted matrix. Therefore It would be great if the function output includes inverted matrix(size n*n) so we are not obliged to recalculate it for ech variable. Also it would be great if it can be integrated as an accessor to xarray package . It would be great if this method can be implemented over a confined neighbourhood around grid points for downscaling purposases too, even thought it (as the easiest and least complex form of Artificial Neural Network) is not primarily designed for this purpose. Thanks again and Best Regards Amin Fazl Kazemi Iranian Meteorological Organization/National Center of climate and Crought risk management (NDC/IRIMO) www.ndc.irimo.ir
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