Guoen Hu, Chin-Cheng Lin
Published 2012-08-31Version 1
In this paper, weighted norm inequalities with $A_p$ weights are established for the multilinear singular integral operators whose kernels satisfy $L^{r'}$-H\"ormander regularity condition. As applications, we recover a weighted estimate for the multilinear Fourier multiplier obtained by Fujita and Tomita, and obtain several new weighted estimates for the multilinear Fourier multiplier as well.
A T(1)-Theorem in relation to a semigroup of operators and applications to new paraproducts
On ideals of polynomials and their applications
Boundedness of Commutators of Singular and Potential Operators in Generalized Grand Morrey Spaces and some applications
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