Point to Point Kriging
  • Method description:
  • If the covariance functions are of equivalent form and the modeled objects are smoothGaussian process,The ordinary kriging output has the sameaverage and confidence interval as the Gaussian Process Regression(GPR)output under normal likelihood.,with stable predictive effect[2][1]。The Kriegin method is a typical geostatistical algorithm that is applied toGeosciencesEnvironmental ScienceAtmospheric Sciencesand other fields[1].

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