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摘要
We provide a new and elementary proof of the continuity theorem for the wavelet and left-inverse wavelet transforms on the spaces S-0 (R-n) and S (Hn+1). We then introduce and study a new class of weighted Holder-Zygmund spaces, where the weights are regularly varying functions. The analysis of these spaces is carried out via the wavelet transform and generalized Littlewood-Paley pairs.
- 出版日期2012
