Add to ORKGIn this thesis, we consider linear extremal problems in the Hp spaces. For many of these extremal problems, a unique solution can be guaranteed. We will examine some of the classical examples of extremal problems in these spaces. With this framework in place we will then consider a particular problem which does not always have a unique solution
© 2019, Allerton Press, Inc. On domains of the Euclidean space we consider Hardy and Rellich type in...
AbstractWe consider the following vector space analogue of problem in extremal set theory.Let g(k, l...
12 pages, no figures.-- MSC2000 codes: 32A35; 42C05.MR#: MR1974380 (2004e:30074)Zbl#: Zbl 1173.30321...
In this thesis, we consider linear extremal problems in the Hp spaces. For many of these extremal pr...
For a non-zero function f in H1 , the classical Hardy space on the unit circle, put S11111 = {g E H1...
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
Abstract. This paper surveys a large class of nonlinear extremal problems in Hardy and Bergman space...
The author has proved that an outer function in the Hardy space can be factored into a product in wh...
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
Dedicated to the memory of Semeon Yakovlevich Khavinson. Abstract. In this paper, we study general e...
We deal with extremal problems in Bergman spaces. If A^p denotes the Bergman space, then for any giv...
Dedicated to the memory of Semeon Yakovlevich Khavinson. Abstract. In this paper, we study general e...
For a non-zero function f in H1 , the classical Hardy space on the unit disc, we put Sf= {g E H1 : a...
Starting point in this paper is the classical Hardy inequality with optimal constant and the lacknes...
For $0<p \leq \infty$, let $H^p$ denote the classical Hardy space of the unit disc. We consider the ...
© 2019, Allerton Press, Inc. On domains of the Euclidean space we consider Hardy and Rellich type in...
AbstractWe consider the following vector space analogue of problem in extremal set theory.Let g(k, l...
12 pages, no figures.-- MSC2000 codes: 32A35; 42C05.MR#: MR1974380 (2004e:30074)Zbl#: Zbl 1173.30321...
In this thesis, we consider linear extremal problems in the Hp spaces. For many of these extremal pr...
For a non-zero function f in H1 , the classical Hardy space on the unit circle, put S11111 = {g E H1...
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
Abstract. This paper surveys a large class of nonlinear extremal problems in Hardy and Bergman space...
The author has proved that an outer function in the Hardy space can be factored into a product in wh...
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
Dedicated to the memory of Semeon Yakovlevich Khavinson. Abstract. In this paper, we study general e...
We deal with extremal problems in Bergman spaces. If A^p denotes the Bergman space, then for any giv...
Dedicated to the memory of Semeon Yakovlevich Khavinson. Abstract. In this paper, we study general e...
For a non-zero function f in H1 , the classical Hardy space on the unit disc, we put Sf= {g E H1 : a...
Starting point in this paper is the classical Hardy inequality with optimal constant and the lacknes...
For $0<p \leq \infty$, let $H^p$ denote the classical Hardy space of the unit disc. We consider the ...
© 2019, Allerton Press, Inc. On domains of the Euclidean space we consider Hardy and Rellich type in...
AbstractWe consider the following vector space analogue of problem in extremal set theory.Let g(k, l...
12 pages, no figures.-- MSC2000 codes: 32A35; 42C05.MR#: MR1974380 (2004e:30074)Zbl#: Zbl 1173.30321...