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Jackson-type Inequalities with Explicit Weight Dependence for N-term Wavelet Approximation on Localized Weighted Besov Classes
We prove a Jackson-type inequality for approximation by a prescribed number of terms of a band-limited biorthogonal wavelet system in homogeneous weighted Besov spaces with Muckenhoupt weights, on functions recovered from their wavelet expansion along the dyadic tree of the unit cube. The er
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