Add to ORKGSome Lipschitz norm and BMO norm inequalities for potential operator to the versions of differential forms are obtained, and some properties of a new kind of weight are derived.</p
We characterize two-weight norm inequalities for potential type integral operators in terms of Sawye...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
By a variant of the standard good λ inequality, we prove the Muckenhoupt-Wheeden inequality for meas...
AbstractIn this paper, we obtain Lipschitz norm and BMO norm inequalities for Green’s operator appli...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
We develop the local inequalities with new weights for the potential operator applied to differentia...
We establish weighted L(p) inequalities for pseudo-differential operators with smooth symbols and th...
In this paper, we prove analogues of O'\''Neil'\''s inequalities for the convolution in the weighted...
Necessary and sufficient conditions are given for generalized Calderón and Hilbert operators to be b...
We establish two inequalities of Stein-Weiss type for the Riesz potential operator I?,? (B-Riesz pot...
AbstractWe prove Ar(Ω)-weighted imbedding theorems for differential forms. These results can be used...
The book systematically develops the nonlinear potential theory connected with the weighted Sobolev ...
Abstract. A generalization is obtained for a non-negative weight function w for which there is a non...
Abstract The purpose of this paper is to derive some Coifman type inequalities for the fractional co...
AbstractWe give a condition which is sufficient for the two-weight (p,q) inequalities for commutator...
We characterize two-weight norm inequalities for potential type integral operators in terms of Sawye...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
By a variant of the standard good λ inequality, we prove the Muckenhoupt-Wheeden inequality for meas...
AbstractIn this paper, we obtain Lipschitz norm and BMO norm inequalities for Green’s operator appli...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
We develop the local inequalities with new weights for the potential operator applied to differentia...
We establish weighted L(p) inequalities for pseudo-differential operators with smooth symbols and th...
In this paper, we prove analogues of O'\''Neil'\''s inequalities for the convolution in the weighted...
Necessary and sufficient conditions are given for generalized Calderón and Hilbert operators to be b...
We establish two inequalities of Stein-Weiss type for the Riesz potential operator I?,? (B-Riesz pot...
AbstractWe prove Ar(Ω)-weighted imbedding theorems for differential forms. These results can be used...
The book systematically develops the nonlinear potential theory connected with the weighted Sobolev ...
Abstract. A generalization is obtained for a non-negative weight function w for which there is a non...
Abstract The purpose of this paper is to derive some Coifman type inequalities for the fractional co...
AbstractWe give a condition which is sufficient for the two-weight (p,q) inequalities for commutator...
We characterize two-weight norm inequalities for potential type integral operators in terms of Sawye...
We prove weighted norm inequalities with Muckenhoupt’s Ap-weights, for a wide class of oscillatory i...
By a variant of the standard good λ inequality, we prove the Muckenhoupt-Wheeden inequality for meas...