We simplify the negative solution to the invariant subspace problem for Banach spaces. Developing the ideas of Read we give an explicit example of a continuous linear operator on the Banach space of all absolute summable scalar sequences without nontrivial closed invariant subspace
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
We simplify the negative solution to the invariant subspace problem for Banach spaces. Developing th...
We simplify the negative solution to the invariant subspace problem for Banach spaces. Developing th...
The invariant subspace problem is an important yet partially resolved problem in the field of functi...
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 ...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
AbstractWe construct continuous linear operators without non-trivial invariant subspaces on several ...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...
We simplify the negative solution to the invariant subspace problem for Banach spaces. Developing th...
We simplify the negative solution to the invariant subspace problem for Banach spaces. Developing th...
The invariant subspace problem is an important yet partially resolved problem in the field of functi...
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 ...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
AbstractWe construct continuous linear operators without non-trivial invariant subspaces on several ...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
Banach space operators acting on some fixed space X are considered. If two such operators A and B ve...
summary:We discuss the invariant subspace problem of polynomially bounded operators on a Banach spac...
The notion of an invariant subspace is fundamental to the subject of operator theory. Given an opera...