Sur les idéaux d'une algèbre de Beurling généralisée
Keywords:
Algèbre localement m-convexe commutative, produit de convolution, poids sur R^n, transformation de Fourier, idéal d’une algèbre, théorème de Lévi, théorème tauberien de WienerAbstract
In this paper, we characterize the closed ideals of locally m-convex algebras as the linear closed subspaces that are invariant under translation. We also give a weighted algebra analogues of the classical theorems of N. Wiener and P. Lé́ vy on absolutely convergent Fourier series.Downloads
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