RESUMEN Este trabajo estudia operadores uniformemente estables sobre espacios de Banach en general, con el propósito de caracterizar algunos que tengan subespacios invariantes no triviales. ABSTRACT This paper studies uniformly stable operators on Banach spaces in general, with the purpose of characterizing some that have non-trivial invariant subspaces
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
Halmos says that one of the most recalcitrant unsolved problems in operator theory is the invariant ...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
Este trabajo estudia operadores uniformemente estables sobre espacios de Banach en general, c...
RESUMEN En este trabajo X es un espacio de Banach y B(X) denota los operadores acotados. Si T∈B(X),...
We state some geometric properties of Banach spaces, such as uniformly convex spaces, uniformly non-...
[[abstract]]An operator is uniform if its restriction to any infinite-dimensional invariant subspace...
O Problema do Subespaço Invariante é a questão em aberto mais importante em Teoria de Operadores. Ap...
This dissertation is devoted to study a class of Banach spaces in which the class of extreme operato...
This dissertation is devoted to study a class of Banach spaces in which the class of extreme operato...
The invariant subspace problem is an important yet partially resolved problem in the field of functi...
AbstractLet T be a polynomially bounded operator on a Banach space X whose spectrum contains the uni...
Nesta tese trabalhamos no ambiente de espaços de Banach e de reticulados de Banach. Em um primeiro m...
It is proved that every infinite-dimensional non-archimedean Banach space of countable type admits ...
It is proved that every infinite-dimensional non-archimedean Banach space of countable type admits ...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
Halmos says that one of the most recalcitrant unsolved problems in operator theory is the invariant ...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
Este trabajo estudia operadores uniformemente estables sobre espacios de Banach en general, c...
RESUMEN En este trabajo X es un espacio de Banach y B(X) denota los operadores acotados. Si T∈B(X),...
We state some geometric properties of Banach spaces, such as uniformly convex spaces, uniformly non-...
[[abstract]]An operator is uniform if its restriction to any infinite-dimensional invariant subspace...
O Problema do Subespaço Invariante é a questão em aberto mais importante em Teoria de Operadores. Ap...
This dissertation is devoted to study a class of Banach spaces in which the class of extreme operato...
This dissertation is devoted to study a class of Banach spaces in which the class of extreme operato...
The invariant subspace problem is an important yet partially resolved problem in the field of functi...
AbstractLet T be a polynomially bounded operator on a Banach space X whose spectrum contains the uni...
Nesta tese trabalhamos no ambiente de espaços de Banach e de reticulados de Banach. Em um primeiro m...
It is proved that every infinite-dimensional non-archimedean Banach space of countable type admits ...
It is proved that every infinite-dimensional non-archimedean Banach space of countable type admits ...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
Halmos says that one of the most recalcitrant unsolved problems in operator theory is the invariant ...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
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