Random wavelet series with multiplicative random coefficients lie in a given Besov space almost surely exactly when the coefficient decay parameters satisfy three inequalities, with matching moment bounds and a separate sparse-coefficient version.
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Besov regularity of random wavelet series
Random wavelet series with multiplicative random coefficients lie in a given Besov space almost surely exactly when the coefficient decay parameters satisfy three inequalities, with matching moment bounds and a separate sparse-coefficient version.