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Don't know where your data is from? Bayesian modeling for unknown coordinates

5 hours ago
  • #Bayesian Modeling
  • #Spatial Statistics
  • #Gaussian Processes
  • Spatial probability models are particularly useful in mining for predicting mineral concentrations at unobserved locations using correlated sample data.
  • The example uses uranium and vanadium concentration data from Walker Lake, showing how Gaussian processes can be adapted when data locations are noisy.
  • A Bayesian model incorporates latent true coordinates with Gaussian noise, allowing inference via Monte Carlo methods despite computational challenges.
  • Increasing coordinate noise leads to larger posterior uncertainties in location estimates, but key spatial features remain identifiable in predictions.
  • Comparison with naive kernel smoothing shows the GP model retains spatial structure better under location errors.