This paper is a general survey on Riesz operator theory on infinite dimensional complex Banach spaces.We also outline a new approach to the study of the containment relationships which exists between some well-known perturbation ideals starting from some recent characterizations, due to the author of the class of all Riesz operators and of the ideal of all inessential operators
The aim of this thesis is to study closed two-sided ideals in a von Neumann algebra A, not only by l...
summary:Let $L$, $M$ be Archimedean Riesz spaces and $\Cal L_{b}(L,M)$ be the ordered vector space o...
We obtain several characterizations for the classes of Riesz and inessential operators, and apply th...
The purpose of this thesis is to examine certain classes of hounded linear operators on a Banach sp...
We construct a Banach space Z such that the Banach algebra B(Z) of bounded operators on Z contains e...
Ph.D. (Mathematics)Our objective in this thesis is to investigate two fundamental questions concerni...
Ph.D. (Mathematics)Our objective in this thesis is to investigate two fundamental questions concerni...
AbstractWe consider the following three closed algebraic ideals of operators on a Banach lattice: co...
Ph.D. (Mathematics)Our objective in this thesis is to investigate two fundamental questions concerni...
summary:In this paper we characterize the class of polynomially Riesz strongly continuous semigroups...
summary:In this paper we characterize the class of polynomially Riesz strongly continuous semigroups...
As its name suggests, this thesis is an account of the recent theory of the capacity of elements of...
Every infinite dimensional Banach space admits Riesz operators that are not finite rank. In this not...
AbstractIn these notes we provide rather extensive characterizations of closed densely defined Fredh...
Godefroy, Kalton, and Saphar called a closed subspace $Y$ of a Banach space $Z$ an ideal if its anni...
The aim of this thesis is to study closed two-sided ideals in a von Neumann algebra A, not only by l...
summary:Let $L$, $M$ be Archimedean Riesz spaces and $\Cal L_{b}(L,M)$ be the ordered vector space o...
We obtain several characterizations for the classes of Riesz and inessential operators, and apply th...
The purpose of this thesis is to examine certain classes of hounded linear operators on a Banach sp...
We construct a Banach space Z such that the Banach algebra B(Z) of bounded operators on Z contains e...
Ph.D. (Mathematics)Our objective in this thesis is to investigate two fundamental questions concerni...
Ph.D. (Mathematics)Our objective in this thesis is to investigate two fundamental questions concerni...
AbstractWe consider the following three closed algebraic ideals of operators on a Banach lattice: co...
Ph.D. (Mathematics)Our objective in this thesis is to investigate two fundamental questions concerni...
summary:In this paper we characterize the class of polynomially Riesz strongly continuous semigroups...
summary:In this paper we characterize the class of polynomially Riesz strongly continuous semigroups...
As its name suggests, this thesis is an account of the recent theory of the capacity of elements of...
Every infinite dimensional Banach space admits Riesz operators that are not finite rank. In this not...
AbstractIn these notes we provide rather extensive characterizations of closed densely defined Fredh...
Godefroy, Kalton, and Saphar called a closed subspace $Y$ of a Banach space $Z$ an ideal if its anni...
The aim of this thesis is to study closed two-sided ideals in a von Neumann algebra A, not only by l...
summary:Let $L$, $M$ be Archimedean Riesz spaces and $\Cal L_{b}(L,M)$ be the ordered vector space o...
We obtain several characterizations for the classes of Riesz and inessential operators, and apply th...
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