多线性振荡积分算子在加权Morrey空间的有界性
Boundedness of multilinear oscillatory singular integral on weighted Morrey spaces
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摘要: 利用多线性振荡积分算子在加权Lebesgue空间的有界性结论,依据外推原理、一些不等式和空间分解理论, 得到了两种多线性振荡积分算子在加权Morrey空间Lp,κ(ω)中的有界性结论.Abstract: Using the boundedness result of the multilinear oscillatory integral operators on weighted Lebesgue spaces, based on the extrapolation theory, some inequality techniques and decomposition of space, some boundedness of two classes of multilinear oscillatory singular integrals on the weighted Morrey spaces Lp,κ(ω) were obtained.
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