Add to ORKGWe investigate the boundedness of Fourier multipliers on a compact Lie group when acting on Triebel-Lizorkin spaces. Criteria are given in terms of the H\"ormander-Mihlin-Marcinkiewicz condition. In our analysis, we use the difference structure of the unitary dual of a compact Lie group. Our results cover the sharp H\"ormander-Mihlin theorem on Lebesgue spaces and also other historical results on the subject
In this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact separable...
In arXiv:2206.00549, transference results between multilinear Fourier and Schur multipliers on nonco...
We establish Littlewood-Paley decompositions for Muckenhoupt weights in the setting of UMD spaces. A...
In this paper we prove Fourier multiplier theorems for invariant and also non-invariant operators on...
In this paper we prove Fourier multiplier theorems for invariant and also non-invariant operators on...
In this paper we prove Fourier multiplier theorems for invariant and also non-invariant operators on...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
We study the Lp − Lq boundedness of both spectral and Fourier multi- pliers on general locally compa...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
In this paper we discuss the L-p-L-q boundedness of both spectral and Fourier multipliers on general...
In the recent work [23], one studied Fourier multiplies on graded Lie groups defined via group Fouri...
We study the problem of L p-boundedness (1 < p < ∞) of operators of the form m(L 1,·,L n) for a comm...
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
We establish precise regularity conditions for Lp-boundedness of Fourier multipliers in the group a...
In this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact separable...
In arXiv:2206.00549, transference results between multilinear Fourier and Schur multipliers on nonco...
We establish Littlewood-Paley decompositions for Muckenhoupt weights in the setting of UMD spaces. A...
In this paper we prove Fourier multiplier theorems for invariant and also non-invariant operators on...
In this paper we prove Fourier multiplier theorems for invariant and also non-invariant operators on...
In this paper we prove Fourier multiplier theorems for invariant and also non-invariant operators on...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
We study the Lp − Lq boundedness of both spectral and Fourier multi- pliers on general locally compa...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
In this paper we discuss the L-p-L-q boundedness of both spectral and Fourier multipliers on general...
In the recent work [23], one studied Fourier multiplies on graded Lie groups defined via group Fouri...
We study the problem of L p-boundedness (1 < p < ∞) of operators of the form m(L 1,·,L n) for a comm...
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
We establish precise regularity conditions for Lp-boundedness of Fourier multipliers in the group a...
In this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact separable...
In arXiv:2206.00549, transference results between multilinear Fourier and Schur multipliers on nonco...
We establish Littlewood-Paley decompositions for Muckenhoupt weights in the setting of UMD spaces. A...