Add to ORKGWe are concerned with the construction of regular spaces and hyper-spaces, and the characteriza-tion of continuous linear operators in such spaces. This paper is concerned with the construction of regular spaces and hyper-spaces, the characteri-zations of continuous linear operators in such spaces. In the first section we discuss topological properties of the inductive limit E+ of an increasing sequence of Banach spaces {(En ' II · liE) I n E IN o} and of the projective limit F- of a decreas
We determine various properties of the regular (LB)-spaces (formula presented), generated by the fam...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
AbstractA vectorxin a Banach space B is called hypercyclic for a bounded linear operatorT:B→B if the...
AbstractEvery infinite dimensional separable non-normable Fréchet space admits a continuous hypercyc...
AbstractA continuous linear operator T:X→X is hypercyclic if there is an x∈X such that the orbit {Tn...
Abstract. A sequentially complete inductive limit of Fréchet spaces is regular, see [3]. With a mino...
Abstract. A sequentially complete inductive limit of Fréchet spaces is regular, see [3]. With a mino...
summary:Let $X$ be a completely regular Hausdorff space, $E$ a real Banach space, and let $C_b(X,E)$...
AbstractThe present paper introduces a very simple, but very useful notion of the so called quasi-ex...
This thesis is mainly concerned with linear topoJogical spaces in which local convexity is not assum...
The main purposes of this work are the following: (i) To show how an order relation can be introduce...
AbstractA continuous linear operator T:X→X on a topological vector space X is called hypercyclic if ...
This paper will analyse the existence of sequence space and function space.It will be proved that th...
Banach has proved that there exist positive linear regular functionals on m such that they are invar...
In this article, we formalize topological properties of real normed spaces. In the first part, open ...
We determine various properties of the regular (LB)-spaces (formula presented), generated by the fam...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
AbstractA vectorxin a Banach space B is called hypercyclic for a bounded linear operatorT:B→B if the...
AbstractEvery infinite dimensional separable non-normable Fréchet space admits a continuous hypercyc...
AbstractA continuous linear operator T:X→X is hypercyclic if there is an x∈X such that the orbit {Tn...
Abstract. A sequentially complete inductive limit of Fréchet spaces is regular, see [3]. With a mino...
Abstract. A sequentially complete inductive limit of Fréchet spaces is regular, see [3]. With a mino...
summary:Let $X$ be a completely regular Hausdorff space, $E$ a real Banach space, and let $C_b(X,E)$...
AbstractThe present paper introduces a very simple, but very useful notion of the so called quasi-ex...
This thesis is mainly concerned with linear topoJogical spaces in which local convexity is not assum...
The main purposes of this work are the following: (i) To show how an order relation can be introduce...
AbstractA continuous linear operator T:X→X on a topological vector space X is called hypercyclic if ...
This paper will analyse the existence of sequence space and function space.It will be proved that th...
Banach has proved that there exist positive linear regular functionals on m such that they are invar...
In this article, we formalize topological properties of real normed spaces. In the first part, open ...
We determine various properties of the regular (LB)-spaces (formula presented), generated by the fam...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
AbstractA vectorxin a Banach space B is called hypercyclic for a bounded linear operatorT:B→B if the...