In this note we shall provide duality results between the general induttive and projective limits of Moscatelli type.These extend the corresponding duality results in the case of Fréchet and $LB$-spaces due to J. Bonet and S. Dierolf
summary:We investigate the problem when the strong dual of a projective limit of (LB)-spaces coincid...
[EN] We establish a criterion to decide when a countable projective limit of countable inductive li...
The purpose of this article is to extend the study of pairs of locally convex spaces (E, F) such tha...
Contains fulltext : 33______.PDF (publisher's version ) (Open Access
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
Abstract: The structure of the weighted Fr¶echet and LB-spaces of Moscatelli type appears when one c...
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
AbstractIn this paper we construct spaces SΦ(A) and TΦ(A) where Φ denotes a suitable directed set of...
In this paper we construct spaces SΦ(A) and TΦ(A) where Φ denotes a suitable directed set of Borel f...
In this paper we construct spaces SΦ(A) and TΦ(A) where Φ denotes a suitable directed set of Borel f...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
summary:We investigate the problem when the strong dual of a projective limit of (LB)-spaces coincid...
summary:We investigate the problem when the strong dual of a projective limit of (LB)-spaces coincid...
[EN] We establish a criterion to decide when a countable projective limit of countable inductive li...
The purpose of this article is to extend the study of pairs of locally convex spaces (E, F) such tha...
Contains fulltext : 33______.PDF (publisher's version ) (Open Access
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
Abstract: The structure of the weighted Fr¶echet and LB-spaces of Moscatelli type appears when one c...
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
In this paper we construct spaces SF( ) and TF( ) where F denotes a suitable directed set of Borel f...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
AbstractIn this paper we construct spaces SΦ(A) and TΦ(A) where Φ denotes a suitable directed set of...
In this paper we construct spaces SΦ(A) and TΦ(A) where Φ denotes a suitable directed set of Borel f...
In this paper we construct spaces SΦ(A) and TΦ(A) where Φ denotes a suitable directed set of Borel f...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
summary:We investigate the problem when the strong dual of a projective limit of (LB)-spaces coincid...
summary:We investigate the problem when the strong dual of a projective limit of (LB)-spaces coincid...
[EN] We establish a criterion to decide when a countable projective limit of countable inductive li...
The purpose of this article is to extend the study of pairs of locally convex spaces (E, F) such tha...
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