Add to ORKGThis paper is devoted to proving the global solvability of the Cauchy problem for the Kirchhoff equation in the Gevrey space \\gamma^{\\infty}_{L^2} . More precise results are derived for solutions in the s-Gevrey classes \\gamma^{s}_{L^2} . Furthermore, similar results are obtained for the initial-boundary value problems in bounded domains and in exterior domains with compact boundary
International audienceIn this paper we study the degenerate Cauchy-Riemann equation in Gevrey classe...
Let $P$ be a linear partial differential operator with coefficients in the Gevrey class $G^s(T^n)$ w...
AbstractLet P be a linear partial differential operator with coefficients in the Gevrey class Gs(Tn)...
This paper is devoted to proving the almost global solvability of the Cauchy problem for the Kirchho...
In this note we present some recent results for Kirchhoff equations in generalized Gevrey spaces. We...
AbstractWe consider the initial (boundary) value problem for the Kirchhoff equations in exterior dom...
The aim of this note is to present the almost global well-posedness result for the Cauchy problem fo...
We consider linear and non-linear Cauchy equations in the context of Sobolev spaces. In particular, ...
We give sufficient conditions for the global solvability of Kirchhoff equation in terms of the spect...
AbstractIn this paper we derive the following two properties: the first one is a precise representat...
Abstract: Introducing a new simple energy estimate, we prove the global solvability of the classical...
AbstractWe give sufficient conditions for the global solvability of Kirchhoff equation in terms of t...
In the last years many papers are concerned with the study of the global solvability and hypoellipti...
Abstract. This article is devoted to review the known results on global wellposedness for the Cauchy...
In a celebrated paper (Tokyo J. Math. 1984) Nishihara proved global existence for Kirchhoff equation...
International audienceIn this paper we study the degenerate Cauchy-Riemann equation in Gevrey classe...
Let $P$ be a linear partial differential operator with coefficients in the Gevrey class $G^s(T^n)$ w...
AbstractLet P be a linear partial differential operator with coefficients in the Gevrey class Gs(Tn)...
This paper is devoted to proving the almost global solvability of the Cauchy problem for the Kirchho...
In this note we present some recent results for Kirchhoff equations in generalized Gevrey spaces. We...
AbstractWe consider the initial (boundary) value problem for the Kirchhoff equations in exterior dom...
The aim of this note is to present the almost global well-posedness result for the Cauchy problem fo...
We consider linear and non-linear Cauchy equations in the context of Sobolev spaces. In particular, ...
We give sufficient conditions for the global solvability of Kirchhoff equation in terms of the spect...
AbstractIn this paper we derive the following two properties: the first one is a precise representat...
Abstract: Introducing a new simple energy estimate, we prove the global solvability of the classical...
AbstractWe give sufficient conditions for the global solvability of Kirchhoff equation in terms of t...
In the last years many papers are concerned with the study of the global solvability and hypoellipti...
Abstract. This article is devoted to review the known results on global wellposedness for the Cauchy...
In a celebrated paper (Tokyo J. Math. 1984) Nishihara proved global existence for Kirchhoff equation...
International audienceIn this paper we study the degenerate Cauchy-Riemann equation in Gevrey classe...
Let $P$ be a linear partial differential operator with coefficients in the Gevrey class $G^s(T^n)$ w...
AbstractLet P be a linear partial differential operator with coefficients in the Gevrey class Gs(Tn)...