AbstractWe obtain the two-weight imbedding inequalities for solutions to the A-harmonic equation and explore their applications to the K-quasiregular mappings in Rn. These results can be used to study the properties of the homotopy operator T:Lp(D,∧l)→W1,p(D,∧l−1), l=1,2,…,n, and to establish the weighted Lp-estimate for solutions to the A-harmonic equation
In this note, we prove a Harnack inequality for two-weight subelliptic p-Laplace operators together ...
This article is concerned with L^{p(x)} estimates of the gradient of p(x)-harmonic maps. It is know...
If f = u + iv is analytic in the unit disk //D of the complex plane, then the conjugate harmonic com...
AbstractWe prove new versions of Arλ(Ω)-weighted imbedding inequalities for A-harmonic tensors local...
AbstractBoth local and global Ar-weighted Poincaré inequalities for Green's operator applied to the ...
We prove the new versions of the weighted Hardy-Littlewood inequality and Caccioppoli-type inequalit...
AbstractIn this work we extend an inequality of Nehari to the eigenvalues of weighted quasilinear pr...
In this work we extend an inequality of Nehari to the eigenvalues of weighted quasilinear problems i...
AbstractWe prove Ar(Ω)-weighted imbedding theorems for differential forms. These results can be used...
AbstractWe prove the parametric versions of Arλ(Ω)-weighted integral inequalities for differential f...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
We prove a simple sufficient criterion to obtain some Hardy inequalities on Riemannian manifolds rel...
AbstractWe prove two-weight Sobolev-Poincaré embedding theorems for compositions of the Laplace-Belt...
AbstractWe prove the boundedness of the homotopy operator in the weighted Lp spaces. As extensions o...
This paper is concerned with imbeddings of weighted Sobolev spaces denoted by H1ƒ¿,p(Rn-k•~Rk). Unde...
In this note, we prove a Harnack inequality for two-weight subelliptic p-Laplace operators together ...
This article is concerned with L^{p(x)} estimates of the gradient of p(x)-harmonic maps. It is know...
If f = u + iv is analytic in the unit disk //D of the complex plane, then the conjugate harmonic com...
AbstractWe prove new versions of Arλ(Ω)-weighted imbedding inequalities for A-harmonic tensors local...
AbstractBoth local and global Ar-weighted Poincaré inequalities for Green's operator applied to the ...
We prove the new versions of the weighted Hardy-Littlewood inequality and Caccioppoli-type inequalit...
AbstractIn this work we extend an inequality of Nehari to the eigenvalues of weighted quasilinear pr...
In this work we extend an inequality of Nehari to the eigenvalues of weighted quasilinear problems i...
AbstractWe prove Ar(Ω)-weighted imbedding theorems for differential forms. These results can be used...
AbstractWe prove the parametric versions of Arλ(Ω)-weighted integral inequalities for differential f...
We develop the weak-type and strong-type inequalities for potential operators under two-weight condi...
We prove a simple sufficient criterion to obtain some Hardy inequalities on Riemannian manifolds rel...
AbstractWe prove two-weight Sobolev-Poincaré embedding theorems for compositions of the Laplace-Belt...
AbstractWe prove the boundedness of the homotopy operator in the weighted Lp spaces. As extensions o...
This paper is concerned with imbeddings of weighted Sobolev spaces denoted by H1ƒ¿,p(Rn-k•~Rk). Unde...
In this note, we prove a Harnack inequality for two-weight subelliptic p-Laplace operators together ...
This article is concerned with L^{p(x)} estimates of the gradient of p(x)-harmonic maps. It is know...
If f = u + iv is analytic in the unit disk //D of the complex plane, then the conjugate harmonic com...
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