Kriging predictor maximizes the variance of the prediction errorQuestion 1Answera.Yesb.No
Question
Kriging predictor maximizes the variance of the prediction error
Question 1
Answer
a. Yes
b. No
Solution
The correct answer is:
b. No
Explanation:
Kriging, particularly Gaussian process regression, is a type of interpolation method that focuses on minimizing the prediction error variance rather than maximizing it. In Kriging, the predictor is designed to provide optimal estimates by taking into account the spatial correlation between sampled points.
The goal is to minimize the variance of the prediction error at unknown locations, rather than maximizing it. By incorporating the covariance structure of the process being modeled, Kriging effectively provides a more accurate prediction that enhances the reliability of the forecasts, particularly in spatial analysis and geostatistics. Thus, the variance of the prediction error is minimized rather than maximized.
Similar Questions
Kriging predictor maximizes the variance of the prediction errorQuestion 1Answera.Yesb.No
j. Optimize the monitoring network using the criterion of minimum mean kriging variances. Which data point has the maximum mean kriging variance?(0.5 mark)
Plot points with top and bottom 5% mean kriging variance (use different point shapes for top and bottom points).
e. Perform a prediction(kriging) on a grid covering the area [0,2]x[0,2]. Plot the result.(0.5 mark)f. Explain the obtained plot.
McLaughlin (1987, p. 56) argued that Krashen’s term is full of precision and clarity. Select the correct option True False
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