Using stable solutions of suitable PDEs, we obtain some weighted Poincar\ue9 inequalities, with applications to the Laplace operator in the Euclidean space, to the real part of the Laplace-Kohn operator in the Heisenberg group, to the sublaplacian in the Engel group, to the Franchi-Grushin- Lanconelli operators, and the p-laplacian in the Euclidean space
Consider a p-homogeneous functional E(p) (p > 2) and suppose that a weighted Poincaré inequality inv...
We obtain (weighted) Poincaré type inequalities for vector elds satisfying the Hörmander condition f...
In this paper we deal with some Sobolev-type inequalities with weights that were proved by Maz'ya in...
Using stable solutions of suitable PDEs, we obtain some weighted Poincaré inequalities, with applica...
AbstractWe first introduce a new class of weighted functions and obtain some basic properties of thi...
We consider a domain Ω⊂Rd equipped with a nonnegative weight w and are concerned with the question w...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
AbstractBoth local and global Ar-weighted Poincaré inequalities for Green's operator applied to the ...
Diening L, Lee M, Ok J. Parabolic weighted Sobolev-Poincaré type inequalities. Nonlinear Analysis : ...
Abstract. It is known that the classic Korn inequality is not valid for Hölder α domains. In this p...
In this paper we mainly prove weighted Poincaré inequalities for vector fields satisfying Hörmander'...
The weighted Poincaxe inequalities in weighted Sobolev spaces axe discussed, and the necessary and s...
We first prove local weighted Poincaré-type inequalities for differential forms. Then, by using the...
AbstractThe Poincaré embeddings W˙1,n(Rn)⊂BMO(Rn) and the John–Nirenberg inequality in BMO(Rn) are c...
AbstractWe compute the optimal constant for some weighted Poincaré inequalities obtained by Fausto F...
Consider a p-homogeneous functional E(p) (p > 2) and suppose that a weighted Poincaré inequality inv...
We obtain (weighted) Poincaré type inequalities for vector elds satisfying the Hörmander condition f...
In this paper we deal with some Sobolev-type inequalities with weights that were proved by Maz'ya in...
Using stable solutions of suitable PDEs, we obtain some weighted Poincaré inequalities, with applica...
AbstractWe first introduce a new class of weighted functions and obtain some basic properties of thi...
We consider a domain Ω⊂Rd equipped with a nonnegative weight w and are concerned with the question w...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
AbstractBoth local and global Ar-weighted Poincaré inequalities for Green's operator applied to the ...
Diening L, Lee M, Ok J. Parabolic weighted Sobolev-Poincaré type inequalities. Nonlinear Analysis : ...
Abstract. It is known that the classic Korn inequality is not valid for Hölder α domains. In this p...
In this paper we mainly prove weighted Poincaré inequalities for vector fields satisfying Hörmander'...
The weighted Poincaxe inequalities in weighted Sobolev spaces axe discussed, and the necessary and s...
We first prove local weighted Poincaré-type inequalities for differential forms. Then, by using the...
AbstractThe Poincaré embeddings W˙1,n(Rn)⊂BMO(Rn) and the John–Nirenberg inequality in BMO(Rn) are c...
AbstractWe compute the optimal constant for some weighted Poincaré inequalities obtained by Fausto F...
Consider a p-homogeneous functional E(p) (p > 2) and suppose that a weighted Poincaré inequality inv...
We obtain (weighted) Poincaré type inequalities for vector elds satisfying the Hörmander condition f...
In this paper we deal with some Sobolev-type inequalities with weights that were proved by Maz'ya in...
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