Maximality of a contractive tuple of operators is considered. A characterization for a contractive tuple to be maximal is obtained. The notion of maximality for a submodule of the Drury-Arveson module on the -dimensional unit ball is defined. For , it is shown that every submodule of the Hardy module over the unit disc is maximal. But for we prove that any homogeneous submodule or submodule generated by polynomials is not maximal. A characterization of maximal submodules is obtained
We show that for nonnegative plurisubharmonic functions on the unit ball of Cn the admissible maxima...
We prove that for all n∈N, there exists a constant Cn such that for all d∈N, for every row contracti...
AbstractOur aim in this paper is to deal with the boundedness of the Hardy–Littlewood maximal operat...
ABSTRACT. We introduce the defect sequence for a contractive tuple of Hilbert space operators and in...
We introduce the defect sequence for a contractive tuple of Hilbert space operators and investigate ...
Abstract. This paper is an attempt to understand a phenomena of maximal opera-tors associated to bas...
AbstractLet M be a maximal submodule of an R-module V. Let f:V→V be a map with f(rv)=rf(v),r∈R,v∈V. ...
In this thesis we have investigated two different types of problems in multivariable operator theory....
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Abstract. The main aim of this paper is to prove that the maximal operator σ∗ of the Fejér means of...
In this note we obtain results regarding the preservation of homogeneity properties along the whole ...
The most famous open problem in Monotone Operator Theory concerns the maximal monotonicity of the su...
In this paper, we shall study Lp−boundedness of two kinds of maximal operators related to some famil...
YÖK Tez ID: 430047Bu tez, giriş, tartışma ve sonuç kısımlarını içeren yedi bölümden oluşmaktadır. Te...
Given a Banach space X, a multivalued operator T: X → 2X ∗ is called pseudomonotone (in Karamar-dian...
We show that for nonnegative plurisubharmonic functions on the unit ball of Cn the admissible maxima...
We prove that for all n∈N, there exists a constant Cn such that for all d∈N, for every row contracti...
AbstractOur aim in this paper is to deal with the boundedness of the Hardy–Littlewood maximal operat...
ABSTRACT. We introduce the defect sequence for a contractive tuple of Hilbert space operators and in...
We introduce the defect sequence for a contractive tuple of Hilbert space operators and investigate ...
Abstract. This paper is an attempt to understand a phenomena of maximal opera-tors associated to bas...
AbstractLet M be a maximal submodule of an R-module V. Let f:V→V be a map with f(rv)=rf(v),r∈R,v∈V. ...
In this thesis we have investigated two different types of problems in multivariable operator theory....
We study modules whose maximal submodules are supplements (direct summands). For a locally projectiv...
Abstract. The main aim of this paper is to prove that the maximal operator σ∗ of the Fejér means of...
In this note we obtain results regarding the preservation of homogeneity properties along the whole ...
The most famous open problem in Monotone Operator Theory concerns the maximal monotonicity of the su...
In this paper, we shall study Lp−boundedness of two kinds of maximal operators related to some famil...
YÖK Tez ID: 430047Bu tez, giriş, tartışma ve sonuç kısımlarını içeren yedi bölümden oluşmaktadır. Te...
Given a Banach space X, a multivalued operator T: X → 2X ∗ is called pseudomonotone (in Karamar-dian...
We show that for nonnegative plurisubharmonic functions on the unit ball of Cn the admissible maxima...
We prove that for all n∈N, there exists a constant Cn such that for all d∈N, for every row contracti...
AbstractOur aim in this paper is to deal with the boundedness of the Hardy–Littlewood maximal operat...
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