Franke's test function code and data set is following:

Need help!! Please provide a step-by-step solution through the use of mathematica code along with a detailed explanation!!!! This is very URGENT!!! PLEASE reply as soon as possible!! Thank you!!

Hardy's Multiquadric Implement this method as described in the paper "Surfaces over Dirichlet tessellations" using mu = 1 and R 0.815d, where d is the average distance of the data to their nearest neighbors. te the following properties: interpolation, linear precision, support, idempotence Choose one or more data sets as needed for each demonstration. Each plot should be accompanied by text that describes the property and results. Run your implementation on "Franke's test function" and data set. (I will send you info on this shortly.) Using a 10 x 10 grid of evaluations, report the Root Mean Square Error. Hardy's Multiquadric Implement this method as described in the paper "Surfaces over Dirichlet tessellations" using mu = 1 and R 0.815d, where d is the average distance of the data to their nearest neighbors. te the following properties: interpolation, linear precision, support, idempotence Choose one or more data sets as needed for each demonstration. Each plot should be accompanied by text that describes the property and results. Run your implementation on "Franke's test function" and data set. (I will send you info on this shortly.) Using a 10 x 10 grid of evaluations, report the Root Mean Square Error