66 citations · 114 across the 13 of their papers we have counts for
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Boundedness of oscillatory integral operators and their commutators on weighted Morrey spaces
Zunwei Fu, Shaoguang Shi, Shanzhen Lu
It is proved that both oscillatory integral operators and fractional oscillatory integral operators are bounded on weighted Morrey spaces. The corresponding commutators generated b…
Weighted norm inequalities for fractional oscillatory integrals and applications
Shaoguang Shi, Zunwei Fu, Shanzhen Lu +1
We set up some weighted norm inequalities for fractional oscillatory integral operators. As applications, the corresponding results for commutators formed by …
Weighted Norm Inequalities for One-sided Oscillatory Integral Operators
Zunwei Fu, Shaoguang Shi, Shanzhen Lu
The purpose of this paper is to establish the weighted norm inequalities of one-sided oscillatory integral operators by the aid of interpolation of operators with change of measure…
Endpoint Estimates for N-dimensional Hardy Operators and Their Commutators
Fayou Zhao, Zunwei Fu, Shanzhen Lu
In this paper, it is proved that the higher dimensional Hardy operator is bounded from Hardy space to Lebesgue space. The endpoint estimate for the commutator generated by Hardy op…
Sharp Bounds for the Generalized Hardy Operators
Fayou Zhao, Zunwei Fu, Shanzhen Lu
We get the sharp bound for weak type inequality for -dimensional Hardy operator. Moreover, the precise norms of generalized Hardy operators on the type of Campanato spac…
Weighted Weak (1,1) estimates for one-sided oscillatory singular integrals
Zunwei Fu, Shanzhen Lu, Shuichi Sato +1
We consider one-sided weight classes of Muckenhoupt type and study the weighted weak type (1,1) norm inequalities of a class of one-sided oscillatory singular integrals with smooth…