Critical points of Gaussian random fields form a tractable point process class with explicit moment formulas at all distances and multivariate central limit theorems for intensity and modified K-function estimators.
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Critical Point Processes Obtained from a Gaussian Random Field with a View Towards Statistics
Critical points of Gaussian random fields form a tractable point process class with explicit moment formulas at all distances and multivariate central limit theorems for intensity and modified K-function estimators.