Characterization of Sobolev spaces by their Fourier coefficients in axisymmetric domains

Pour aller churches des convergences autres que elles obhenu.es jusqu ' a' maintenance - ee des conditions plus foibles , an obstacle poor le moment c' est que le no cyan de

The Marcinkiewicz condition (inequality (2) in Section 1) is weaker than that of Hormander and Mikhlin but does not guarantee the weak type (1.1) estimate for the multiplier

Besides this characterization of Gaussianity, we discuss other properties of the Fourier coefficients of an invariant random field such as orthogonality (it is well known that the a

The main technique is a motivic variation of theorems of Mazur, Ogus, Illusie and Nygaard on the Katz conjecture (according to which the Newton polygon of Frobenius on

In this paper we wish to prove that under certain conditions the Fourier coefficients of certain Eisenstein series for an arithmetic group acting.. on a tube domain

Toute utilisation commerciale ou impression systématique est constitutive d’une infrac- tion pénale.. Toute copie ou impression de ce fichier doit contenir la présente mention

domains of finite type, Hardy spaces, Hardy-Sobolev spaces, maximal functions, area integrals, Fefferman-Stein Theory, complex tangential derivatives.. The author would like to

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