Minimax estimation of linear functionals in the presence of two- dimensional noise (Q2277734)

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Minimax estimation of linear functionals in the presence of two- dimensional noise
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    Minimax estimation of linear functionals in the presence of two- dimensional noise (English)
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    1990
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    The problem of minimax estimation of linear functionals of observations of two-dimensional Gaussian random fields is considered. This problem is compared with minimax estimation of correlation operators. Both problems are equivalent in some sense.
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    minimax estimation of linear functionals
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    two-dimensional Gaussian random fields
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    minimax estimation of correlation operators
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