Besov

基本解釋

In the diagonal cases, we characterize completely the boundedness of diagonal matrices acting from one sequence space to another sequence space of Besov type.
若此矩陣算子為對角矩陣，我們能完全的刻畫其有界條件。
In general cases, we obtain some necessary and some sufficient conditions, which may not be same, for boundedness of matrix operators acting from a sequence space of Besov type to another one.
針對一般的矩陣算子，我們找到了其有界性的充分條件或其必要條件，此必要與充分條件或許不相等。
Besov and Triebel -Lizorkin spaces
Besov和Triebel-Lizorkin空間
Translation-invariant Wavelet Shrinkage Depending on Besov Weight
依賴Besov權(quán)的平移不變小波閾值方法
The saturation class of Jackson operators in Besov spaces
Jackson算子在Besov空間中的飽和類