Add to ORKGThis note can be considered as a long summary of the invited lecture given by J. Bonet in the Second Functional Analysis Meeting held in Jarandilla de la Vega (Cáceres) in June 1980 and it is based on our joint article [2], which will appear in Studia Mathematica. (...) The main result of the paper [2] is the characterization of those weight functions for which the analogue of Whitney's extension theorem hold
AbstractFor a weight function ω : [0, ∞[ → [0, ∞[ we denote by E(ω)(RN) the class of all ω-ultradiff...
AbstractLinear and continuous extension operators are constructed in Carleman ultraholomorphic class...
AbstractWe consider the space of functions with bounded (k+1)th derivatives in a general domain in R...
This note can be considered as a long summary of the invited lecture given by J. Bonet in the Second...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/43941/1/11512_2006_Article_BF02386123.p...
In this paper we solve the problem of extending continuous functions with nonempty subdifferential a...
We study boundary values of harmonic functions in spaces of quasianalytic functionals and spaces of ...
Dedicated to the memory of Klaus Floret Abstract. We show that Whitney’s approximation theorem holds...
M. Jacques CHAUMAT Directeur de thèse M. Pierre GOETGHELUCK Examinateur M. Jean-Pierre KAHANE Présid...
If X is a subset of Rn we define generalized functions on X as a direct generalization of C∞ functio...
We introduce the notion of "functional extension" of a set X, by means of two natural algebraic prop...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
AbstractIf X is a subset of Rn we define generalized functions on X as a direct generalization of C∞...
We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of ultradi...
As surprising as it may seem, there exist infinitely differentiable functions which are nowhere anal...
AbstractFor a weight function ω : [0, ∞[ → [0, ∞[ we denote by E(ω)(RN) the class of all ω-ultradiff...
AbstractLinear and continuous extension operators are constructed in Carleman ultraholomorphic class...
AbstractWe consider the space of functions with bounded (k+1)th derivatives in a general domain in R...
This note can be considered as a long summary of the invited lecture given by J. Bonet in the Second...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/43941/1/11512_2006_Article_BF02386123.p...
In this paper we solve the problem of extending continuous functions with nonempty subdifferential a...
We study boundary values of harmonic functions in spaces of quasianalytic functionals and spaces of ...
Dedicated to the memory of Klaus Floret Abstract. We show that Whitney’s approximation theorem holds...
M. Jacques CHAUMAT Directeur de thèse M. Pierre GOETGHELUCK Examinateur M. Jean-Pierre KAHANE Présid...
If X is a subset of Rn we define generalized functions on X as a direct generalization of C∞ functio...
We introduce the notion of "functional extension" of a set X, by means of two natural algebraic prop...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
AbstractIf X is a subset of Rn we define generalized functions on X as a direct generalization of C∞...
We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of ultradi...
As surprising as it may seem, there exist infinitely differentiable functions which are nowhere anal...
AbstractFor a weight function ω : [0, ∞[ → [0, ∞[ we denote by E(ω)(RN) the class of all ω-ultradiff...
AbstractLinear and continuous extension operators are constructed in Carleman ultraholomorphic class...
AbstractWe consider the space of functions with bounded (k+1)th derivatives in a general domain in R...