AbstractWe prove new versions of Arλ(Ω)-weighted imbedding inequalities for A-harmonic tensors locally and globally. The results are used to estimate the integrals of a homotopy operator T from the Banach space Ls(Ω,∧l) to the Sobolev space W1,s(Ω,∧l−1), l=1,2,…,n, and Sobolev–Poincaré imbedding inequality with Arλ(Ω) weight
We prove the new versions of the weighted Hardy-Littlewood inequality and Caccioppoli-type inequalit...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
AbstractWe prove two-weight Sobolev-Poincaré embedding theorems for compositions of the Laplace-Belt...
AbstractWe first prove the local Ar(Ω)-weighted Poincaré inequality for A-harmonic tensors on domain...
AbstractWe first prove a local weighted integral inequality for conjugate A-harmonic tensors. Then, ...
AbstractWe obtain the two-weight imbedding inequalities for solutions to the A-harmonic equation and...
AbstractIn this paper we prove the Ar(λ)-weighted Caccioppoli-type inequality and weak reverse Hölde...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...
AbstractWe prove Ar(Ω)-weighted imbedding theorems for differential forms. These results can be used...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...
This paper is concerned with imbeddings of weighted Sobolev spaces denoted by H1ƒ¿,p(Rn-k•~Rk). Unde...
In this paper, we first obtain a local A1(Ω)-weighted Caccioppolitype inequality for A-harmonic tens...
We prove Poincaré-type estimates involving the Hodge codifferential operator and Green’s operator a...
AbstractWe prove the parametric versions of Arλ(Ω)-weighted integral inequalities for differential f...
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...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
AbstractWe prove two-weight Sobolev-Poincaré embedding theorems for compositions of the Laplace-Belt...
AbstractWe first prove the local Ar(Ω)-weighted Poincaré inequality for A-harmonic tensors on domain...
AbstractWe first prove a local weighted integral inequality for conjugate A-harmonic tensors. Then, ...
AbstractWe obtain the two-weight imbedding inequalities for solutions to the A-harmonic equation and...
AbstractIn this paper we prove the Ar(λ)-weighted Caccioppoli-type inequality and weak reverse Hölde...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...
AbstractWe prove Ar(Ω)-weighted imbedding theorems for differential forms. These results can be used...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...
This paper is concerned with imbeddings of weighted Sobolev spaces denoted by H1ƒ¿,p(Rn-k•~Rk). Unde...
In this paper, we first obtain a local A1(Ω)-weighted Caccioppolitype inequality for A-harmonic tens...
We prove Poincaré-type estimates involving the Hodge codifferential operator and Green’s operator a...
AbstractWe prove the parametric versions of Arλ(Ω)-weighted integral inequalities for differential f...
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...
The present thesis is devoted to the study of various properties of Banach func- tion spaces, with a...
AbstractWe prove two-weight Sobolev-Poincaré embedding theorems for compositions of the Laplace-Belt...
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