In this article, we have determined the remainder term for Hardy-Sobolev inequality in H1(Ω) for Ω a bounded smooth domain and studied the existence, non existence and blow up of first eigen value and eigen function for the corresponding Hardy-Sobolev operator with Neumann boundary condition
In this article we present recent results on optimal embeddings, and associated PDEs, of the space o...
We consider a class of sharp Hardy-Sobolev inequality, where the weights are functions of the distan...
Abstract In this paper, we refine the proof of Hardy’s inequality in (Evans in Partial Differential ...
We prove two Hardy-Sobolev type inequalities in ${\mathcal D}^{1,2}({\mathbb R}^N)$, resp. in $H^1_0...
For Ω⊂Rn, n≥2, a bounded domain, and for 1<p<n, we improve the Hardy-Sobolev ...
We first review improvements of (first-order) Sobolev and Hardy inequalities by the addition of suit...
For\Omega \subset $IR^n$,n\geq 2, a bounded domain, and for 1 < p < n, we improve the Hardy-Sobolev ...
Abstract. For Rn; n 2, a bounded domain, and for 1 < p < n, we improve the Hardy-Sobolev ine...
In this paper we prove new Hardy-like inequalities with optimal potential singularities for function...
In this paper we study the existence, non-existence and simplicity of the first eigenvalue of the pe...
Let Ω be a smooth bounded domain in IRN, N ≥ 3. We show that Hardy’s inequality involving the distan...
In this paper we prove new Hardy-like inequalities with optimal potential singularities for function...
We show that the classical Hardy inequalities with optimal constants in the Sobolev spaces $W_0^{1...
In this paper we apply estimates of the norms of Sobolev extension operators to the spectral estimat...
The main body of this dissertation can be divided into two separate topics. The first topic deals wi...
In this article we present recent results on optimal embeddings, and associated PDEs, of the space o...
We consider a class of sharp Hardy-Sobolev inequality, where the weights are functions of the distan...
Abstract In this paper, we refine the proof of Hardy’s inequality in (Evans in Partial Differential ...
We prove two Hardy-Sobolev type inequalities in ${\mathcal D}^{1,2}({\mathbb R}^N)$, resp. in $H^1_0...
For Ω⊂Rn, n≥2, a bounded domain, and for 1<p<n, we improve the Hardy-Sobolev ...
We first review improvements of (first-order) Sobolev and Hardy inequalities by the addition of suit...
For\Omega \subset $IR^n$,n\geq 2, a bounded domain, and for 1 < p < n, we improve the Hardy-Sobolev ...
Abstract. For Rn; n 2, a bounded domain, and for 1 < p < n, we improve the Hardy-Sobolev ine...
In this paper we prove new Hardy-like inequalities with optimal potential singularities for function...
In this paper we study the existence, non-existence and simplicity of the first eigenvalue of the pe...
Let Ω be a smooth bounded domain in IRN, N ≥ 3. We show that Hardy’s inequality involving the distan...
In this paper we prove new Hardy-like inequalities with optimal potential singularities for function...
We show that the classical Hardy inequalities with optimal constants in the Sobolev spaces $W_0^{1...
In this paper we apply estimates of the norms of Sobolev extension operators to the spectral estimat...
The main body of this dissertation can be divided into two separate topics. The first topic deals wi...
In this article we present recent results on optimal embeddings, and associated PDEs, of the space o...
We consider a class of sharp Hardy-Sobolev inequality, where the weights are functions of the distan...
Abstract In this paper, we refine the proof of Hardy’s inequality in (Evans in Partial Differential ...
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