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Littlewood-paley operators on the generalized Lipschitz spaces
Authors:Shanzhen Lu  Changmei Tan  Kozo Yabuta
Institution:(1) Present address: Department of Mathematics, Beijing Normal University, 100875 Beijing, P. R. China;(2) Present address: Department of Mathematics, Nara Women's University, 630 Nara, Japan
Abstract:Littlewood-Paley operators defined on a new kind of generalized Lipschitz spaces epsiv 0 agr,p are studied. It is proved that the image of a function under the action of these operators is either equal to infinity almost everywhere or is in epsiv 0 agr,p , where –n<agr<1 and 1<p<infin.
Keywords:42B25
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