Add to ORKGIn the present article it is presented a characterization of all those functions in the space of bounded mean oscillation functions, BMO, in terms of an appropriate wavelet, using an isomorphism between the aforementioned space and the homogeneous space of Triebel-Lizorkin F˙ 0,2∞ . In addition, a new inequality that involves the vector inequality of the maximal function of Hardy-Littlewood is pro
Wydział Matematyki i InformatykiMetody analizy falkowej są ważnym narzędziem w badaniu własności prz...
AbstractLet g(f) be the Littlewood–Paley g-function of f on Rn. In this paper, the authors prove tha...
AbstractWe identify several of the spaces in the inclusion chain of BMO spaces in two variables with...
We prove that the Meyer wavelet basis and a class of brushlet systems associated with exponential ty...
Abstract: There are subspaces of BMO(Rⁿ), BMO(r), 1 ≤ r<∞, introduced in [S] and defined by the g...
In this paper, we introduce and develop some new function spaces of BMO (bounded mean oscillation) t...
We introduce the generalized Carleson measure spaces CMOrα,q that extend BMO. Using Frazier and Jawe...
AbstractIn this paper, we prove that the product (in the distribution sense) of two functions, which...
The duality between Hl and BMO, the space of functions of bounded mean oscillation (see [JN]), was f...
We establish new results on the space BV of functions with bounded variation. While it is well known...
AbstractWe prove that the Meyer wavelet basis and a class of brushlet systems associated with expone...
We treat a number of topics related to wavelets and the description of local regularity properties o...
We describe a recent, one-parameter family of characterizations of Sobolev and BV functions on Rn, u...
The continuous wavelet transform is extended to certain distributions and continuity results are obt...
In this communication we study in detail the relations between the smoothness of f and √f in the cas...
Wydział Matematyki i InformatykiMetody analizy falkowej są ważnym narzędziem w badaniu własności prz...
AbstractLet g(f) be the Littlewood–Paley g-function of f on Rn. In this paper, the authors prove tha...
AbstractWe identify several of the spaces in the inclusion chain of BMO spaces in two variables with...
We prove that the Meyer wavelet basis and a class of brushlet systems associated with exponential ty...
Abstract: There are subspaces of BMO(Rⁿ), BMO(r), 1 ≤ r<∞, introduced in [S] and defined by the g...
In this paper, we introduce and develop some new function spaces of BMO (bounded mean oscillation) t...
We introduce the generalized Carleson measure spaces CMOrα,q that extend BMO. Using Frazier and Jawe...
AbstractIn this paper, we prove that the product (in the distribution sense) of two functions, which...
The duality between Hl and BMO, the space of functions of bounded mean oscillation (see [JN]), was f...
We establish new results on the space BV of functions with bounded variation. While it is well known...
AbstractWe prove that the Meyer wavelet basis and a class of brushlet systems associated with expone...
We treat a number of topics related to wavelets and the description of local regularity properties o...
We describe a recent, one-parameter family of characterizations of Sobolev and BV functions on Rn, u...
The continuous wavelet transform is extended to certain distributions and continuity results are obt...
In this communication we study in detail the relations between the smoothness of f and √f in the cas...
Wydział Matematyki i InformatykiMetody analizy falkowej są ważnym narzędziem w badaniu własności prz...
AbstractLet g(f) be the Littlewood–Paley g-function of f on Rn. In this paper, the authors prove tha...
AbstractWe identify several of the spaces in the inclusion chain of BMO spaces in two variables with...