DOIAbstract
AbstractLet 1 < p < ∞ with p ≠ 2. Let G denote one of the groups Tn, Rn, or Zn. We show that only entire functions operate in certain algebras of multipliers on Lp(G)
AbstractLet 1 < p < ∞ with p ≠ 2. Let G denote one of the groups Tn, Rn, or Zn. We show that only entire functions operate in certain algebras of multipliers on Lp(G)
Entire functions operate in complete locally A-convex algebras but not continuously. Actually squari...
International audienceWe establish precise regularity conditions for Lp-boundedness of Fourier multi...
Abstract. We prove a Mihlin–type multiplier theorem for operator–valued multiplier functions on UMD–...
AbstractLet 1 < p < ∞ with p ≠ 2. Let G denote one of the groups Tn, Rn, or Zn. We show that only en...
AbstractGiven a sequence (gn) of Fourier multipliers for Lp(R), 1 < p < ∞, let g ≔ Σ∞−∞gnχn, where χ...
0. Introduction. Let G be a compact abelian group and let Γ be its discrete dual group. Let 1 ≤ p, q...
0. Introduction. A complex valued function ϕ defined on the dual Γ of an infinite compact abelian gr...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
AbstractThe main results of this paper are as follows. 1.(i) If p ≠ 2, there exists a continuous mul...
In [ABB] Asmar, Berkson and Bourgain prove that for a sequence ${ϕ_j}^∞_{j=1} $ of weak type (1, 1) ...
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
Entire functions operate in complete locally A-convex algebras but not continuously. Actually squari...
AbstractUsing the theory of Witt vectors, we define ring structures on several well-known groups of ...
Let G be a locally compact abelian group, 1 < p < infinity, and A be a commutative Banach algebra. I...
AbstractWe study left multipliers on the second dual spaces L1(G)″ and M(G)″. We answer a question o...
Entire functions operate in complete locally A-convex algebras but not continuously. Actually squari...
International audienceWe establish precise regularity conditions for Lp-boundedness of Fourier multi...
Abstract. We prove a Mihlin–type multiplier theorem for operator–valued multiplier functions on UMD–...
AbstractLet 1 < p < ∞ with p ≠ 2. Let G denote one of the groups Tn, Rn, or Zn. We show that only en...
AbstractGiven a sequence (gn) of Fourier multipliers for Lp(R), 1 < p < ∞, let g ≔ Σ∞−∞gnχn, where χ...
0. Introduction. Let G be a compact abelian group and let Γ be its discrete dual group. Let 1 ≤ p, q...
0. Introduction. A complex valued function ϕ defined on the dual Γ of an infinite compact abelian gr...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
AbstractThe main results of this paper are as follows. 1.(i) If p ≠ 2, there exists a continuous mul...
In [ABB] Asmar, Berkson and Bourgain prove that for a sequence ${ϕ_j}^∞_{j=1} $ of weak type (1, 1) ...
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
Entire functions operate in complete locally A-convex algebras but not continuously. Actually squari...
AbstractUsing the theory of Witt vectors, we define ring structures on several well-known groups of ...
Let G be a locally compact abelian group, 1 < p < infinity, and A be a commutative Banach algebra. I...
AbstractWe study left multipliers on the second dual spaces L1(G)″ and M(G)″. We answer a question o...
Entire functions operate in complete locally A-convex algebras but not continuously. Actually squari...
International audienceWe establish precise regularity conditions for Lp-boundedness of Fourier multi...
Abstract. We prove a Mihlin–type multiplier theorem for operator–valued multiplier functions on UMD–...
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