AbstractWe give some results concerning density or non-density of smooth functions between two compact manifolds Mn and Nk in Sobolev spaces W1,p(Mn, Nk). In particular, we study the case N = Sk
In this paper we show a density property for fractional weighted Sobolev spaces. That is, we prove t...
We show that in a bounded simply connected planar domain Ω the smooth Sobolev functions Wk,∞(Ω) ∩ C∞...
We study some canonical differential operators on vector bundles over smooth, complete Riemannian ma...
The present paper presents a counterexample to the sequential weak density of smooth maps between tw...
The present paper presents a counterexample to the sequential weak density of smooth maps between tw...
AbstractWe characterize weak limits of sequences of smooth functions from Bn into suitable manifolds...
International audienceIn this paper, we review some basic topological properties of the space $X = W...
International audienceIn this paper, we review some basic topological properties of the space $X = W...
International audienceGiven a complete noncompact Riemannian manifold $N^n$, we investigate whether ...
Given a complete noncompact Riemannian manifold, we investigate whether the set of bounded Sobolev m...
In this paper we show a density property for fractional weighted Sobolev spaces. That is, we prove t...
We investigate the density of compactly supported smooth functions in the Sobolev space $W^{k,p}$ on...
Given two compact Riemannian manifolds M-m, N-n without boundary and m - 1 <= 2p < m, we show that m...
Abstract. In this paper we show a density property for fractional weighted Sobolev spaces. That is, ...
We consider complete non-compact manifolds with either a sub-quadratic growth of the norm of the Rie...
In this paper we show a density property for fractional weighted Sobolev spaces. That is, we prove t...
We show that in a bounded simply connected planar domain Ω the smooth Sobolev functions Wk,∞(Ω) ∩ C∞...
We study some canonical differential operators on vector bundles over smooth, complete Riemannian ma...
The present paper presents a counterexample to the sequential weak density of smooth maps between tw...
The present paper presents a counterexample to the sequential weak density of smooth maps between tw...
AbstractWe characterize weak limits of sequences of smooth functions from Bn into suitable manifolds...
International audienceIn this paper, we review some basic topological properties of the space $X = W...
International audienceIn this paper, we review some basic topological properties of the space $X = W...
International audienceGiven a complete noncompact Riemannian manifold $N^n$, we investigate whether ...
Given a complete noncompact Riemannian manifold, we investigate whether the set of bounded Sobolev m...
In this paper we show a density property for fractional weighted Sobolev spaces. That is, we prove t...
We investigate the density of compactly supported smooth functions in the Sobolev space $W^{k,p}$ on...
Given two compact Riemannian manifolds M-m, N-n without boundary and m - 1 <= 2p < m, we show that m...
Abstract. In this paper we show a density property for fractional weighted Sobolev spaces. That is, ...
We consider complete non-compact manifolds with either a sub-quadratic growth of the norm of the Rie...
In this paper we show a density property for fractional weighted Sobolev spaces. That is, we prove t...
We show that in a bounded simply connected planar domain Ω the smooth Sobolev functions Wk,∞(Ω) ∩ C∞...
We study some canonical differential operators on vector bundles over smooth, complete Riemannian ma...
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