The author has proved that an outer function in the Hardy space can be factored into a product in which one factor is strongly outer and the other is the sum of two inner functions. In an endeavor to understand better the latter factor, we introduce a class of functions containing sums of inner functions as a special case . Using it, we describe the solutions of extremal problems in the Hardy spaces HP for 1 ::; p < ∞
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
In this paper the author will show two examples of applications of the fundamental theorems establis...
We are interested in extremal functions in a Hardy space Hp(Tn) (1 p 1). For example, we study e...
In this thesis, we consider linear extremal problems in the Hp spaces. For many of these extremal pr...
Abstract. We are interested in extremal functions in a Hardy space Hp(T n) (1 ≤ p ≤ ∞). For example,...
For a non-zero function f in H1 , the classical Hardy space on the unit circle, put S11111 = {g E H1...
AbstractThe theory of inner-outer factorization in the Hardy spaces Hp in the unit disc D is well kn...
Abstract. This paper surveys a large class of nonlinear extremal problems in Hardy and Bergman space...
We deal with extremal problems in Bergman spaces. If A^p denotes the Bergman space, then for any giv...
AbstractIn this paper, an extremal function of a Banach space of analytic functions in the unit disk...
AbstractIt is shown that the theorem of Carathéodory and Toeplitz on the characterization of the Tay...
Extremal problems for functions of positive real part with a fixed coefficient and application
Abstract. Suppose E is a subset of the unit circle T and H ∞ ⊂ L ∞ is the Hardy subalgebra. We exam...
For $0<p \leq \infty$, let $H^p$ denote the classical Hardy space of the unit disc. We consider the ...
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
In this paper the author will show two examples of applications of the fundamental theorems establis...
We are interested in extremal functions in a Hardy space Hp(Tn) (1 p 1). For example, we study e...
In this thesis, we consider linear extremal problems in the Hp spaces. For many of these extremal pr...
Abstract. We are interested in extremal functions in a Hardy space Hp(T n) (1 ≤ p ≤ ∞). For example,...
For a non-zero function f in H1 , the classical Hardy space on the unit circle, put S11111 = {g E H1...
AbstractThe theory of inner-outer factorization in the Hardy spaces Hp in the unit disc D is well kn...
Abstract. This paper surveys a large class of nonlinear extremal problems in Hardy and Bergman space...
We deal with extremal problems in Bergman spaces. If A^p denotes the Bergman space, then for any giv...
AbstractIn this paper, an extremal function of a Banach space of analytic functions in the unit disk...
AbstractIt is shown that the theorem of Carathéodory and Toeplitz on the characterization of the Tay...
Extremal problems for functions of positive real part with a fixed coefficient and application
Abstract. Suppose E is a subset of the unit circle T and H ∞ ⊂ L ∞ is the Hardy subalgebra. We exam...
For $0<p \leq \infty$, let $H^p$ denote the classical Hardy space of the unit disc. We consider the ...
We relate some classical extremal problems on the Hardy space to norms of truncated Toeplitz operato...
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
In this paper the author will show two examples of applications of the fundamental theorems establis...
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