We study spaces of vector-valued quasianalytic functions and solve the first Cousin problem in these spaces
This thesis is concerned with a conjecture of Zilber: that the complex field expanded with the expon...
We consider for every n ∈ N an algebra An of germs at 0 ∈ Rn of continuous real-valued functions, su...
In the preceding paper (see [2]) we defined and investigated quasibilinear functionate on vector sp...
Abstract Given a quasianalytic structure, we prove that the singular locus of a quasi-subanalytic se...
Abstract. This expository article is devoted to the local theory of ultradifferentiable classes of f...
AbstractThis expository article is devoted to the local theory of ultradifferentiable classes of fun...
We develop a nonlinear theory for infrahyperfunctions (also referred to as quasianalytic (ultra) dis...
Let X be a perfect, compact subset of the complex plane. We consider algebras of those functions on ...
In this article, we use the homological methods of the theory of quasi-abelian categories and result...
Let M be a real analytic manifold, F a bounded complex of constructible sheaves. We show that the Wh...
Abstract. For quasianalytic Denjoy–Carleman differentiable function classes CQ where the weight sequ...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
The thesis is a compilatory work on quasi-analytic Denjoy-Carleman functions, meaning classes of rea...
International audienceWe discuss the quasianalytic properties of various spaces of functions suitabl...
v 5: Chapter 5 has been expanded and other minor correctionsInternational audienceOn a real analytic...
This thesis is concerned with a conjecture of Zilber: that the complex field expanded with the expon...
We consider for every n ∈ N an algebra An of germs at 0 ∈ Rn of continuous real-valued functions, su...
In the preceding paper (see [2]) we defined and investigated quasibilinear functionate on vector sp...
Abstract Given a quasianalytic structure, we prove that the singular locus of a quasi-subanalytic se...
Abstract. This expository article is devoted to the local theory of ultradifferentiable classes of f...
AbstractThis expository article is devoted to the local theory of ultradifferentiable classes of fun...
We develop a nonlinear theory for infrahyperfunctions (also referred to as quasianalytic (ultra) dis...
Let X be a perfect, compact subset of the complex plane. We consider algebras of those functions on ...
In this article, we use the homological methods of the theory of quasi-abelian categories and result...
Let M be a real analytic manifold, F a bounded complex of constructible sheaves. We show that the Wh...
Abstract. For quasianalytic Denjoy–Carleman differentiable function classes CQ where the weight sequ...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
The thesis is a compilatory work on quasi-analytic Denjoy-Carleman functions, meaning classes of rea...
International audienceWe discuss the quasianalytic properties of various spaces of functions suitabl...
v 5: Chapter 5 has been expanded and other minor correctionsInternational audienceOn a real analytic...
This thesis is concerned with a conjecture of Zilber: that the complex field expanded with the expon...
We consider for every n ∈ N an algebra An of germs at 0 ∈ Rn of continuous real-valued functions, su...
In the preceding paper (see [2]) we defined and investigated quasibilinear functionate on vector sp...
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