
ABSTRACT. Product quality in the paper‐making industry can be assessed by opacity of a linear trace through continuous production sheets, summarized in spectral form. We adopt a class of non‐Gaussian stochastic models for continuous spatial variation to describe data of this type. The model has flexible covariance structure, physically interpretable parameters and allows several scales of variation for the underlying process. We derive the spectral properties of the model, and develop methods of parameter estimation based on maximum likelihood in the frequency domain. The methods are illustrated using sample data from a UK mill.
570, Inference from spatial processes, Applications of statistics in engineering and industry; control charts, Random fields; image analysis, 530, spectral analysis, Matérn functions, paper formation, random field, Inference from stochastic processes and spectral analysis, spatial stochastic model, Poisson cluster process
570, Inference from spatial processes, Applications of statistics in engineering and industry; control charts, Random fields; image analysis, 530, spectral analysis, Matérn functions, paper formation, random field, Inference from stochastic processes and spectral analysis, spatial stochastic model, Poisson cluster process
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