We consider a class of overdetermined problems in rotationally symmetric spaces, which reduce to the classical Serrin\u2019s overdetermined problem in the case of the Euclidean space. We prove some general integral identities for rotationally symmetric spaces which imply a rigidity result in the case of the round sphere
In the plane, we consider the problem of reconstructing a domain from the normal derivative of its G...
In this paper we will discuss three different problems which share the same conclusions. In the firs...
In this paper we will discuss three different problems which share the same conclusions. In the firs...
We consider a class of overdetermined problems in rotationally symmetric spaces, which reduce to the...
We consider a class of overdetermined problems in rotationally symmetric spaces, which reduce to the...
We consider overdetermined problems of Serrin\u2019s type in convex cones for (possibly) degenerate ...
We consider Serrin's overdetermined problem for the equation v+nKv=-1 in space forms, where K is the...
We consider Serrin’s overdetermined problem for the equation Δv+nKv=-1 in space forms, where K is th...
The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble ...
Abstract(#br)In this paper, we study a partially overdetermined mixed boundary value problem in a ha...
We investigate the stability of the radial symmetry for the overdetermined Serrin problem in a plana...
We investigate the stability of the radial symmetry for the overdetermined Serrin problem in a plana...
In this paper we formulate some conjectures in sub-Riemannian geometry concerning a characterisation...
We investigate the stability of the radial symmetry for the overdetermined Serrin problem in a plana...
This is a resume of [4]. We consider the configuration given by two concentric balls, made of differ...
In the plane, we consider the problem of reconstructing a domain from the normal derivative of its G...
In this paper we will discuss three different problems which share the same conclusions. In the firs...
In this paper we will discuss three different problems which share the same conclusions. In the firs...
We consider a class of overdetermined problems in rotationally symmetric spaces, which reduce to the...
We consider a class of overdetermined problems in rotationally symmetric spaces, which reduce to the...
We consider overdetermined problems of Serrin\u2019s type in convex cones for (possibly) degenerate ...
We consider Serrin's overdetermined problem for the equation v+nKv=-1 in space forms, where K is the...
We consider Serrin’s overdetermined problem for the equation Δv+nKv=-1 in space forms, where K is th...
The distinguished names in the title have to do with different proofs of the celebrated Soap Bubble ...
Abstract(#br)In this paper, we study a partially overdetermined mixed boundary value problem in a ha...
We investigate the stability of the radial symmetry for the overdetermined Serrin problem in a plana...
We investigate the stability of the radial symmetry for the overdetermined Serrin problem in a plana...
In this paper we formulate some conjectures in sub-Riemannian geometry concerning a characterisation...
We investigate the stability of the radial symmetry for the overdetermined Serrin problem in a plana...
This is a resume of [4]. We consider the configuration given by two concentric balls, made of differ...
In the plane, we consider the problem of reconstructing a domain from the normal derivative of its G...
In this paper we will discuss three different problems which share the same conclusions. In the firs...
In this paper we will discuss three different problems which share the same conclusions. In the firs...
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