Barbara Wolnik
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The smoothness test for a density function
The problem of testing hypothesis that a density function has no more than μ derivatives versus it has more than μ derivatives is considered. For a solution, the L2 norms of wavelet orthogonal projections on some orthogonal ‘‘differences’’ of spaces from a multiresolution analysis is used. For the construction of the smoothness test an asymptotic distribution of a smoothness estimator is used. To analyze that asymptotic distribution,...
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Two-dimensional rotation-symmetric number-conserving cellular automata
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Estimation of the smoothness of density
Zdefiniowano parametr gładkości w klasach Biesowa. Skonstruowano estymator gładkości.
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