In this article, we aim at proving the truthfulness of the inverse Theorem (1) of [5]. More precisely, we associated symbols of Gevrey type to pseudodifferential operators when the latter are given by their kernels.</p
AbstractWe consider here pseudo-differential operators whose symbol σ(x,ξ) is not infinitely smooth ...
This paper deals with the Gevrey regularity of pseudo-differential operators in C**. We prove that a...
We study pseudodifferential operators with amplitudes aε(x,ξ) depending on a singular parameter ε → ...
In this article, we aim at proving the truthfulness of the inverse Theorem (1) of [5]. More precisel...
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
Treves, F., [15], proved the hypoellipticity of some regular operators. Later, Hörmander, L.,[11] Du...
2000 Mathematics Subject Classification: 35S05.This work is the continuation of two earlier ones by ...
Let $P(x,D)$ be a classical analytic pseudodifferential operator with principal symbol $p_m(x,\xi)=q...
AbstractWe introduce two classesSmandSm0, of symbols withSm⊂Sm0. We define pseudo-differential opera...
In the last decades the theory of pseudodifferential operators was established as an auxiliary tool ...
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
AbstractWe study classes of pseudodifferential operators which are bounded on large collections of m...
This paper presents a general definition of pseudo-differential operators of type 1,1; the definitio...
AbstractWe discuss in detail the regularity properties of a class of pseudodifferential operators on...
AbstractWe consider here pseudo-differential operators whose symbol σ(x,ξ) is not infinitely smooth ...
This paper deals with the Gevrey regularity of pseudo-differential operators in C**. We prove that a...
We study pseudodifferential operators with amplitudes aε(x,ξ) depending on a singular parameter ε → ...
In this article, we aim at proving the truthfulness of the inverse Theorem (1) of [5]. More precisel...
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
In this article, we aim at proving the correctness of the inverse theorem (1) mentioned in [5]. More...
Treves, F., [15], proved the hypoellipticity of some regular operators. Later, Hörmander, L.,[11] Du...
2000 Mathematics Subject Classification: 35S05.This work is the continuation of two earlier ones by ...
Let $P(x,D)$ be a classical analytic pseudodifferential operator with principal symbol $p_m(x,\xi)=q...
AbstractWe introduce two classesSmandSm0, of symbols withSm⊂Sm0. We define pseudo-differential opera...
In the last decades the theory of pseudodifferential operators was established as an auxiliary tool ...
20 pagesInternational audienceRelated to a semigroup of operators on a metric measure space, we defi...
AbstractWe study classes of pseudodifferential operators which are bounded on large collections of m...
This paper presents a general definition of pseudo-differential operators of type 1,1; the definitio...
AbstractWe discuss in detail the regularity properties of a class of pseudodifferential operators on...
AbstractWe consider here pseudo-differential operators whose symbol σ(x,ξ) is not infinitely smooth ...
This paper deals with the Gevrey regularity of pseudo-differential operators in C**. We prove that a...
We study pseudodifferential operators with amplitudes aε(x,ξ) depending on a singular parameter ε → ...
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