We survey different developments on Fr'{e}chet, (LB)-spaces and (LF)-spaces of Moscatelli type, their properties, their applications to find counterexamples to different open problems, relevant examples of smooth function spaces in this frame and related results
In this paper,we investigate new examples of non-distinguished Fréchet spaces and determine their ty...
summary:We solve the long standing problem of characterizing the class of strongly Fréchet spaces wh...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
Abstract: The structure of the weighted Fr¶echet and LB-spaces of Moscatelli type appears when one c...
In this note we show that every complemented Montel subspace F of a Fréchet space E of Moscatelli ty...
AbstractWe solve the problem of the existence of a Schauder basis in non-archimedean Fréchet spaces ...
AbstractIt is proved that any non-archimedean non-normable Fréchet space with a Schauder basis and a...
[EN] It is shown that the monomials A = (z(n))(n=0)(infinity) are a Schauder basis of the Frechet sp...
Let $X, Y$ be infinite dimensional, Banach spaces. Let $\mathcal{L}(X, Y)$ be the space of bounded o...
Let $X$ be an ultraregular space and let $K$ be a complete non-archimedean non-trivially valued fie...
The paper presents an approximation theorem, somewhat similar in content to Stone-Weierstrass theore...
We solve the problem of the existence of a Schauder basis in non-archimedean Frechet spaces of coun...
In this thesis we study certain geometric properties of Müntz spa- ces as subspaces of continuous fu...
We provide sufficient conditions for the existence of a global diffeomorphism between tame Frechet s...
AbstractNuclearity of certain classes of non-archimedean Frechet spaces and their dual spaces is stu...
In this paper,we investigate new examples of non-distinguished Fréchet spaces and determine their ty...
summary:We solve the long standing problem of characterizing the class of strongly Fréchet spaces wh...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
Abstract: The structure of the weighted Fr¶echet and LB-spaces of Moscatelli type appears when one c...
In this note we show that every complemented Montel subspace F of a Fréchet space E of Moscatelli ty...
AbstractWe solve the problem of the existence of a Schauder basis in non-archimedean Fréchet spaces ...
AbstractIt is proved that any non-archimedean non-normable Fréchet space with a Schauder basis and a...
[EN] It is shown that the monomials A = (z(n))(n=0)(infinity) are a Schauder basis of the Frechet sp...
Let $X, Y$ be infinite dimensional, Banach spaces. Let $\mathcal{L}(X, Y)$ be the space of bounded o...
Let $X$ be an ultraregular space and let $K$ be a complete non-archimedean non-trivially valued fie...
The paper presents an approximation theorem, somewhat similar in content to Stone-Weierstrass theore...
We solve the problem of the existence of a Schauder basis in non-archimedean Frechet spaces of coun...
In this thesis we study certain geometric properties of Müntz spa- ces as subspaces of continuous fu...
We provide sufficient conditions for the existence of a global diffeomorphism between tame Frechet s...
AbstractNuclearity of certain classes of non-archimedean Frechet spaces and their dual spaces is stu...
In this paper,we investigate new examples of non-distinguished Fréchet spaces and determine their ty...
summary:We solve the long standing problem of characterizing the class of strongly Fréchet spaces wh...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
DOI
Add to ORKG