Add to ORKGWe prove a Boyd-type interpolation result for noncommutative maximal operators of restricted weak type. Our result positively answers an open question in T. Bekjan, Z. Chen, A. Os{\c{e}}kowski, arXiv: 1108.2795 [math.OA]. As a special case, we find a restricted weak type version of the noncommutative Marcinkiewicz interpolation theorem, due to Junge and Xu, with interpolation constant of optimal order
Diening L, Karlovych O, Shargorodsky E. On interpolation of reflexive variable Lebesgue spaces on wh...
Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...
This paper gives some generalizations of nonlinear interpolation theorems of Lions, Peetre, Tartar, ...
We prove a Boyd-type interpolation result for noncommutative maximal operators of restricted weak ty...
12 pagesWe give an alternative proof of a Marcinkiewicz interpolation theorem for non commutative ma...
We present a new, elementary proof of Boyd’s interpolation theorem. Our approach naturally yields a ...
AbstractLet T be an operator of weak types (a, b) and (p, q), where a<p and b<q. The Marcinkiewicz i...
AbstractWe provide a self-contained proof of the multilinear extension of the Marcinkiewicz real met...
We consider quasilinear operators T of joint weak type (a, b; p, q) (in the sense of [2]) and study ...
AbstractMultilinear interpolation is a powerful tool used in obtaining strong-type boundedness for a...
AbstractWe obtain a noncommutative Nudel'man type interpolation theorem in several variables and a c...
International audienceIn this paper, we prove some noncommutative analogues of Yano's classical extr...
Multilinear interpolation is a powerful tool used in obtaining strong-type boundedness for a variety...
P. Blecher Peak interpolation is concerned with a foundational kind of mathematical task: building f...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...
Diening L, Karlovych O, Shargorodsky E. On interpolation of reflexive variable Lebesgue spaces on wh...
Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...
This paper gives some generalizations of nonlinear interpolation theorems of Lions, Peetre, Tartar, ...
We prove a Boyd-type interpolation result for noncommutative maximal operators of restricted weak ty...
12 pagesWe give an alternative proof of a Marcinkiewicz interpolation theorem for non commutative ma...
We present a new, elementary proof of Boyd’s interpolation theorem. Our approach naturally yields a ...
AbstractLet T be an operator of weak types (a, b) and (p, q), where a<p and b<q. The Marcinkiewicz i...
AbstractWe provide a self-contained proof of the multilinear extension of the Marcinkiewicz real met...
We consider quasilinear operators T of joint weak type (a, b; p, q) (in the sense of [2]) and study ...
AbstractMultilinear interpolation is a powerful tool used in obtaining strong-type boundedness for a...
AbstractWe obtain a noncommutative Nudel'man type interpolation theorem in several variables and a c...
International audienceIn this paper, we prove some noncommutative analogues of Yano's classical extr...
Multilinear interpolation is a powerful tool used in obtaining strong-type boundedness for a variety...
P. Blecher Peak interpolation is concerned with a foundational kind of mathematical task: building f...
This paper is concerned with nonlinear interpolation of operators acting on some well-known interpol...
Diening L, Karlovych O, Shargorodsky E. On interpolation of reflexive variable Lebesgue spaces on wh...
Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...
This paper gives some generalizations of nonlinear interpolation theorems of Lions, Peetre, Tartar, ...