Add to ORKGAbstract. Two classical results concerning normal operators in a Hilbert space are the Fuglede commutativity theorem and von Neumann’s bicommu-tant theorem. Analogues of these results are established for Fourier multiplier operators acting in Lp-spaces of the circle group, for 1 < p < ∞. The argu-ments used are a combination of techniques coming from harmonic analysis, functional analysis and operator theory
In this paper we develop the theory of Fourier multiplier operators (Formula presented.), for Banach...
AbstractGiven a sequence (gn) of Fourier multipliers for Lp(R), 1 < p < ∞, let g ≔ Σ∞−∞gnχn, where χ...
Let $G$ be a locally compact unimodular group, and let $\phi$ be some function of $n$ variables on $...
This work deals with various questions concerning Fourier multipliers on Lp, Schur multipliers on th...
Abstract. We study BMO spaces associated with semigroup of operators on noncommutative function spac...
Let m: Rn! C be a bounded function on the euclidean space Rn and de®ne the operator Tm associated wi...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
In arXiv:2206.00549, transference results between multilinear Fourier and Schur multipliers on nonco...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We study the multipliers, i.e. the bounded operators commuting with the translations on a space of f...
AbstractIf T is any bounded linear operator on Besov spaces Bpσj,qj(Rn)(j=0,1, and 0<σ1<σ<σ0), it is...
<p>In this paper we develop the theory of Fourier multiplier operators (Formula presented.), for Ban...
In this paper we develop the theory of Fourier multiplier operators (Formula presented.), for Banach...
AbstractGiven a sequence (gn) of Fourier multipliers for Lp(R), 1 < p < ∞, let g ≔ Σ∞−∞gnχn, where χ...
Let $G$ be a locally compact unimodular group, and let $\phi$ be some function of $n$ variables on $...
This work deals with various questions concerning Fourier multipliers on Lp, Schur multipliers on th...
Abstract. We study BMO spaces associated with semigroup of operators on noncommutative function spac...
Let m: Rn! C be a bounded function on the euclidean space Rn and de®ne the operator Tm associated wi...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
In arXiv:2206.00549, transference results between multilinear Fourier and Schur multipliers on nonco...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We describe a noncommutative analogue of the absolute value of a regular operator acting on a noncom...
We study the multipliers, i.e. the bounded operators commuting with the translations on a space of f...
AbstractIf T is any bounded linear operator on Besov spaces Bpσj,qj(Rn)(j=0,1, and 0<σ1<σ<σ0), it is...
<p>In this paper we develop the theory of Fourier multiplier operators (Formula presented.), for Ban...
In this paper we develop the theory of Fourier multiplier operators (Formula presented.), for Banach...
AbstractGiven a sequence (gn) of Fourier multipliers for Lp(R), 1 < p < ∞, let g ≔ Σ∞−∞gnχn, where χ...
Let $G$ be a locally compact unimodular group, and let $\phi$ be some function of $n$ variables on $...