Add to ORKGWe give several new characterizations of the dual of the dyadic Hardy space H1,d(T2), the so-called dyadic BMO space in two variables and denoted BMOdprod. These include characterizations in terms of Haar multipliers, in terms of the "symmetrised paraproduct" ?b, in terms of the rectangular BMO norms of the iterated "sweeps", and in terms of nested commutators with dyadic martingale transforms. We further explore the connection between BMOdprod and John-Nirenberg type inequalities, and study a scale of rectangular BMO spaces
AbstractIn this paper we are interested in conditions on the coefficients of a two-dimensional Walsh...
In this paper, we introduce a dyadic structure on convex domains of finite type via the so-called dy...
Abstract: We extend the definitions of dyadic paraproduct and t-Haar multipliers to dyadic operators...
Abstract. We give several new characterizations of the dual of the dyadic Hardy space H1,d(T2), the ...
We consider BMO spaces of operator-valued functions, among them the space of operator-valued functio...
We study boundedness properties of a class ofmultiparameter paraproducts on the dual space of the dy...
Ó. Blasco and S. Pott showed that the supremum of operator norms over L\(^{2}\) of all bicommutators...
We investigate a scale of dyadic operator-valued BMO spaces, corresponding to the different yet equi...
Using the random dyadic lattices developed by Hytönen and Kairema, we build up a bridge between BMO ...
This article is devoted to a study of the Hardy space Hlog(Rd) introduced by Bonami, Grellier, and K...
Let S be the Lie group RxR^n, where R acts on R^n by dilations, endowed with the left-invariant Riem...
In this talk we present quantitative two weight estimates for the dyadic paraproduct and the dyadic ...
A vector is dyadic if each of its entries is a dyadic rational number, i.e. of the form a2k for some...
We identify the dual space of the Hardy-type space H1L related to the time independent Schrödinger ...
Multilinear dyadic paraproducts and Haar multipliers arise naturally in the decomposition of the poi...
AbstractIn this paper we are interested in conditions on the coefficients of a two-dimensional Walsh...
In this paper, we introduce a dyadic structure on convex domains of finite type via the so-called dy...
Abstract: We extend the definitions of dyadic paraproduct and t-Haar multipliers to dyadic operators...
Abstract. We give several new characterizations of the dual of the dyadic Hardy space H1,d(T2), the ...
We consider BMO spaces of operator-valued functions, among them the space of operator-valued functio...
We study boundedness properties of a class ofmultiparameter paraproducts on the dual space of the dy...
Ó. Blasco and S. Pott showed that the supremum of operator norms over L\(^{2}\) of all bicommutators...
We investigate a scale of dyadic operator-valued BMO spaces, corresponding to the different yet equi...
Using the random dyadic lattices developed by Hytönen and Kairema, we build up a bridge between BMO ...
This article is devoted to a study of the Hardy space Hlog(Rd) introduced by Bonami, Grellier, and K...
Let S be the Lie group RxR^n, where R acts on R^n by dilations, endowed with the left-invariant Riem...
In this talk we present quantitative two weight estimates for the dyadic paraproduct and the dyadic ...
A vector is dyadic if each of its entries is a dyadic rational number, i.e. of the form a2k for some...
We identify the dual space of the Hardy-type space H1L related to the time independent Schrödinger ...
Multilinear dyadic paraproducts and Haar multipliers arise naturally in the decomposition of the poi...
AbstractIn this paper we are interested in conditions on the coefficients of a two-dimensional Walsh...
In this paper, we introduce a dyadic structure on convex domains of finite type via the so-called dy...
Abstract: We extend the definitions of dyadic paraproduct and t-Haar multipliers to dyadic operators...