Add to ORKGInternational audienceWe provide a general overview of the recent works [“Semiclassical Gevrey operators in the complex domain”, Ann. Inst. Fourier (to appear), arXiv:2009.09125 (opens in new tab); J. Spectr. Theory 12, No. 1, 53–82 (2022; Zbl 1486.30104)] by the authors, devoted to continuity properties of semiclassical Gevrey pseudodifferential operators acting on a natural scale of exponentially weighted spaces of entire holomorphic functions
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
We study the hypoellipticity of (pseudo)differential operators in one variable when a positivity ass...
Abstract. We prove a statement on the boundedness of a certain class of singu-lar type operators in ...
International audienceWe provide a general overview of the recent works [“Semiclassical Gevrey opera...
International audienceWe study semiclassical Gevrey pseudodifferential operators, acting on exponent...
International audienceWe study semiclassical Gevrey pseudodifferential operators acting on the Bargm...
Treves, F., [15], proved the hypoellipticity of some regular operators. Later, Hörmander, L.,[11] Du...
We study the Gevrey singularities of solutions of microhyperbolic equations using exponential weight...
We present a generalization of Gevrey classes, aiming at including the inhomogeneous Gevrey function...
This paper deals with the Gevrey regularity of pseudo-differential operators in C**. We prove that a...
The authors study Fourier integral operators (FIO) with amplitude of infinite order (i.e., amplitude...
Let $P(x,D)$ be a classical analytic pseudodifferential operator with principal symbol $p_m(x,\xi)=q...
After a short survey on Gevrey functions and ultradistributions, we present the inhomogeneous Gevrey...
AbstractWe prove Gevrey regularity for a class of operators defined on the torus Tm+n, with real ana...
In this paper we extend a well-known result concerning hypoellipticity and local solvability of line...
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
We study the hypoellipticity of (pseudo)differential operators in one variable when a positivity ass...
Abstract. We prove a statement on the boundedness of a certain class of singu-lar type operators in ...
International audienceWe provide a general overview of the recent works [“Semiclassical Gevrey opera...
International audienceWe study semiclassical Gevrey pseudodifferential operators, acting on exponent...
International audienceWe study semiclassical Gevrey pseudodifferential operators acting on the Bargm...
Treves, F., [15], proved the hypoellipticity of some regular operators. Later, Hörmander, L.,[11] Du...
We study the Gevrey singularities of solutions of microhyperbolic equations using exponential weight...
We present a generalization of Gevrey classes, aiming at including the inhomogeneous Gevrey function...
This paper deals with the Gevrey regularity of pseudo-differential operators in C**. We prove that a...
The authors study Fourier integral operators (FIO) with amplitude of infinite order (i.e., amplitude...
Let $P(x,D)$ be a classical analytic pseudodifferential operator with principal symbol $p_m(x,\xi)=q...
After a short survey on Gevrey functions and ultradistributions, we present the inhomogeneous Gevrey...
AbstractWe prove Gevrey regularity for a class of operators defined on the torus Tm+n, with real ana...
In this paper we extend a well-known result concerning hypoellipticity and local solvability of line...
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
We study the hypoellipticity of (pseudo)differential operators in one variable when a positivity ass...
Abstract. We prove a statement on the boundedness of a certain class of singu-lar type operators in ...