L~p boundedness of certain hypersingular integral along the curve;

The continuity for multilinear singular integral operators on Hardy and Herz spaces;

Using the Fefferman-Stein inequality and the properties of the A∞ weight functions,the Sharp estimates are obtained and weighted inequalities above any weights for the multilinear singular integral operators with Dini type kernels.

In this paper,the boundedness for some multilinear singular integral operatorswith variable Calderón-Zygmund kernel on Hardy and Herz type Hardy spaces are obtained.

Weighted norm inequalities for singular integral operators with Dini-type condition;

On the norm of a Hilbert s type singular integral operator with a parameterized integral kernel and its applications;

Some Problems on Commutators Generated by Singular Integral Operators and Oscillatory Integral Operators;

Estimation and application of kernel of singular integral operators with Dini-type condition;

This paper proves the boundedness of certain principal- value singular integral operators on weighted BMOαover locally compact Vilenkin Groups.

In this paper, we have proved that L2 boundedness of commutators of BMO and Calderon-Zygmund singular integral operators with weak kernel, defined by [B,T]f = BTf-T(Bf) when B ∈ BMO, where T satisfies the following conditions: T(b1) ∈ BMO, T*(b2) ∈ BMO, b2Tb1 ∈ WBP for some accretive functions b1,b2.

In this paper, we consider endpoint estimates for commutators of strongly singular integral operators on Hardy space, and establish the boundedness from the space H1(Rn) to weak L1(Rn) and from a subspace of H1(Rn) to L1(Rn) , respectively.

In this paper,a variant sharp function estimate is established for commutators of strongly singular integral operators.

As an example, Миракъян singular integral operators are analysed and studied, and a general conclusion has been reached.