Spline-Wavelet Decomposition on an Interval
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For spline-wavelet representations of the second-order on an interval, conditions under which decomposition operators are independent of the order of elementary operations are established. The notion of k-localized systems of functionals is introduced, and the operator set in which the embedding operator possesses a unique left inverse is studied. Bibliography: 3 titles.
KeywordsColumn Vector Coarsened Grid Linear Independence Elementary Operation Spline Space
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