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Add to ORKGWe first prove local weighted Poincaré-type inequalities for differential forms. Then, by using the local results, we prove global weighted Poincaré-type inequalities for differen-tial forms in John domains, which can be considered as generalizations of the classical Poincaré-type inequality. 1
Using stable solutions of suitable PDEs, we obtain some weighted Poincaré inequalities, with applica...
Abstract. It is known that the classic Korn inequality is not valid for Hölder α domains. In this p...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...
We first prove local weighted integral inequalities for dif-ferential forms. Then, as applications o...
AbstractWe first introduce a new class of weighted functions and obtain some basic properties of thi...
We develop the local inequalities with new weights for the potential operator applied to differentia...
AbstractIn this paper we obtain some weighted integral estimates for differential forms which are ge...
We will present an up-to-date account of the recent advances made in the study of Poincaré inequalit...
We prove both local and global Poincaré inequalities with Luxemburg norms for differential for...
With direct and simple proofs, we establish Poincaré type inequalities (including Poincaré...
We consider a domain Ω⊂Rd equipped with a nonnegative weight w and are concerned with the question w...
The improved Poincaré inequality ||φ-φΩ||Lp(Ω)≤C||d∇φ||Lp(Ω) Where Ω ⊂ Rn is a bounded domain and d(...
We discuss a geometric method, which we refer to as Coning, for generating new Poincar´e type inequa...
AbstractWe establish the local and global Poincaré inequalities with the Radon measure for the solut...
AbstractBoth local and global Ar-weighted Poincaré inequalities for Green's operator applied to the ...
Using stable solutions of suitable PDEs, we obtain some weighted Poincaré inequalities, with applica...
Abstract. It is known that the classic Korn inequality is not valid for Hölder α domains. In this p...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...
We first prove local weighted integral inequalities for dif-ferential forms. Then, as applications o...
AbstractWe first introduce a new class of weighted functions and obtain some basic properties of thi...
We develop the local inequalities with new weights for the potential operator applied to differentia...
AbstractIn this paper we obtain some weighted integral estimates for differential forms which are ge...
We will present an up-to-date account of the recent advances made in the study of Poincaré inequalit...
We prove both local and global Poincaré inequalities with Luxemburg norms for differential for...
With direct and simple proofs, we establish Poincaré type inequalities (including Poincaré...
We consider a domain Ω⊂Rd equipped with a nonnegative weight w and are concerned with the question w...
The improved Poincaré inequality ||φ-φΩ||Lp(Ω)≤C||d∇φ||Lp(Ω) Where Ω ⊂ Rn is a bounded domain and d(...
We discuss a geometric method, which we refer to as Coning, for generating new Poincar´e type inequa...
AbstractWe establish the local and global Poincaré inequalities with the Radon measure for the solut...
AbstractBoth local and global Ar-weighted Poincaré inequalities for Green's operator applied to the ...
Using stable solutions of suitable PDEs, we obtain some weighted Poincaré inequalities, with applica...
Abstract. It is known that the classic Korn inequality is not valid for Hölder α domains. In this p...
We prove a local version of weighted Caccioppoli-type inequality, then we prove a version of weighte...