Add to ORKGAbstract. We study BMO spaces associated with semigroup of operators on noncommutative function spaces (i.e. von Neumann algebras) and apply the results to boundedness of Fourier multipliers on non-abelian discrete groups. We prove an interpolation theorem for BMO spaces and prove the boundedness of a class of Fourier multipliers on noncommutative Lp spaces for all 1 < p <1, with optimal constants in p. Mathematics subject classication (2000): 46L51 (42B25 46L10 47D06
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
Let $G$ be an infinite locally compact abelian group. If $X$ is Banach space, we show that if every ...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
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 consider semigroup BMO-spaces associated with arbitrary von Neumann algebras and prove interpolat...
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...
AbstractWe prove that for 1⩽p<q<∞ the analogue of the classical result [BMO,Lp]pq=Lq holds in the se...
This work deals with various questions concerning Fourier multipliers on Lp, Schur multipliers on th...
Let L be a non-negative self adjoint operator on L²(X) where X is a space of homogeneous type. Assum...
In this paper, we introduce and develop some new function spaces of BMO (bounded mean oscillation) t...
This work deals with various questions concerning Fourier multipliers on $L^p$, Schur multipliers on...
In this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact separable...
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
Let $G$ be an infinite locally compact abelian group. If $X$ is Banach space, we show that if every ...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...
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 consider semigroup BMO-spaces associated with arbitrary von Neumann algebras and prove interpolat...
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...
AbstractWe prove that for 1⩽p<q<∞ the analogue of the classical result [BMO,Lp]pq=Lq holds in the se...
This work deals with various questions concerning Fourier multipliers on Lp, Schur multipliers on th...
Let L be a non-negative self adjoint operator on L²(X) where X is a space of homogeneous type. Assum...
In this paper, we introduce and develop some new function spaces of BMO (bounded mean oscillation) t...
This work deals with various questions concerning Fourier multipliers on $L^p$, Schur multipliers on...
In this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact separable...
AbstractIn this paper we establish the Lp–Lq boundedness of Fourier multipliers on locally compact s...
Let $G$ be an infinite locally compact abelian group. If $X$ is Banach space, we show that if every ...
In this paper we establish the L-p-L-q boundedness of Fourier multipliers on locally compact separab...