COMMUTATORS OF POTENTIAL TYPE OPERATORS WITH LIPSCHITZ SYMBOLS ON VARIABLE LEBESGUE SPACES WITH DIFFERENT WEIGHTS

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COMMUTATORS OF POTENTIAL TYPE OPERATORS WITH LIPSCHITZ SYMBOLS ON VARIABLE LEBESGUE SPACES WITH DIFFERENT WEIGHTS

机译：潜在型运营商的换向器与Lipschitz符号在变量的Lebesgue空间上有不同的权重

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We prove that a generalized Fefferman-Phong type condition on a pair of weights u and v is sufficient for the boundedness of the commutators of potential type operators from L-v(p(.)) into L-u(q(.)). We also give an improvement of this result in the sense that we not only consider a variable version of power bump conditions, but also weaker norms related to Musielak-Orlicz functions.

机译：我们证明了一对权重U和V上的广义FEFFERMAN-PHONG型条件足以使潜在型操作员的换向器的界限（P（。））进入L-U（Q（。））。我们还提高了这一结果的意义，因为我们不仅考虑动力凹凸条件的变量版本，而且与Musielak-Orlicz功能有关的规范较弱。

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《Mathematical inequalities & applications》 |2019年第3期|共29页
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正文语种 eng
中图分类数学;
关键词
Potential operators; commutators; variable Lebesgue spaces;

机译：潜在的运营商;换向器;变量Lebesgue空间;

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1. COMMUTATORS OF POTENTIAL TYPE OPERATORS WITH LIPSCHITZ SYMBOLS ON VARIABLE LEBESGUE SPACES WITH DIFFERENT WEIGHTS [J] . Mathematical inequalities & applications . 2019,第3期

机译：潜在型运营商的换向器与Lipschitz符号在变量的Lebesgue空间上有不同的权重
2. Weighted Estimates for Maximal Operators, Riesz Potential Operators and Commutators on p-Adic Lebesgue and Morrey Spaces [J] . Nguyen Minh Chuong, Dao Van Duong, Kieu Huu Dung P-adic numbers, ultrametric analysis and applications . 2019,第2期

机译：最大运算符，Riesz潜在运营商和换向器的加权估计<重点类型=“斜体”> P -Adic Lebesgue和Morrey Spaces
3. Compactness of commutators of pseudo-differential operators with smooth symbols on weighted Lebesgue spaces [J] . Guo QingDong, Zhou Jiang Journal of pseudo-differential operators and applications . 2019,第3期

机译：加权Lebesgue空间上具有光滑符号的伪微分算子交换子的紧性。
4. Wiener-Hopf plus Hankel Operators with Almost Periodic Symbols on Weighted Lebesgue Spaces [C] . L.P. Castro, A.S. Silva International Conference on Application of Mathematics in Technical and Natural Sciences . 2011

机译：Wiener-Hopf Plus Hankel运算符，在加权的Lebesgue空间上具有几乎定期的符号
5. Weighted Norm Inequalities for the Maximal Operator on Variable Lebesgue Spaces over Spaces of Homogeneous Type [D] . ?Cummings, Jeremy 2020

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6. Weighted inequalities for fractional integral operators and linear commutators in the Morrey-type spaces [O] . Hua Wang -1

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7. Commutators of potential type operators with Lipschitz symbols on variable Lebesgue spaces with different weights [O] . Luciana Melchiori, Gladis Pradolini, Wilfredo Ramos 2019

机译：潜在型运营商的换向器与嘴唇符号符号在变量的Lebesgue空间，不同权重

COMMUTATORS OF POTENTIAL TYPE OPERATORS WITH LIPSCHITZ SYMBOLS ON VARIABLE LEBESGUE SPACES WITH DIFFERENT WEIGHTS

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