Add to ORKGIn this note we show that every complemented Montel subspace F of a Fréchet space E of Moscatelli type is isomorphic to $\omega$ or is finite-dimensional; the last case always occurs when E has a continuous norm
We study an analogue of Garkavi's result on proximinal subspaces of C(X) of finite codimension in th...
The structure and geometry of subspaces of a given Banach space is among the most fundamental questi...
Let E be a Fréchet Schwartz space with a continuous norm and with a finite-dimensional decomposition...
The following result has been recently proved by the author: Let E be a Fréchet Schwartz space with ...
We exhibit examples of Fréchet Montel spaces $E$ which have a non-reflexive Fréchet quotient but su...
We survey different developments on Fr'{e}chet, (LB)-spaces and (LF)-spaces of Moscatelli type, thei...
AbstractThe main purpose of this paper is to prove that a non-archimedean Fréchet space of countable...
AbstractIf E is a complex Fréchet space, F is an infinite dimensional closed subspace of E such that...
In this thesis we study certain geometric properties of Müntz spa- ces as subspaces of continuous fu...
Abstract. We show that there exists a non-archimedean Fréchet-Montel space W with a basis and with ...
Orientador: Jorge Tulio Mujica AscuiDissertação (mestrado) - Universidade Estadual de Campinas, Inst...
AbstractUsing the continuum hypothesis, we give a counterexample for the following problem posed by ...
We show that there exists a non-archimedean Frechet-Montel space W with a basis and with a continuo...
AbstractWe show that any infinite-dimensional Banach (or more generally, Fréchet) space contains lin...
AbstractHilbert spaces of analytic functions where multiplication by z is a subnormal operator with ...
We study an analogue of Garkavi's result on proximinal subspaces of C(X) of finite codimension in th...
The structure and geometry of subspaces of a given Banach space is among the most fundamental questi...
Let E be a Fréchet Schwartz space with a continuous norm and with a finite-dimensional decomposition...
The following result has been recently proved by the author: Let E be a Fréchet Schwartz space with ...
We exhibit examples of Fréchet Montel spaces $E$ which have a non-reflexive Fréchet quotient but su...
We survey different developments on Fr'{e}chet, (LB)-spaces and (LF)-spaces of Moscatelli type, thei...
AbstractThe main purpose of this paper is to prove that a non-archimedean Fréchet space of countable...
AbstractIf E is a complex Fréchet space, F is an infinite dimensional closed subspace of E such that...
In this thesis we study certain geometric properties of Müntz spa- ces as subspaces of continuous fu...
Abstract. We show that there exists a non-archimedean Fréchet-Montel space W with a basis and with ...
Orientador: Jorge Tulio Mujica AscuiDissertação (mestrado) - Universidade Estadual de Campinas, Inst...
AbstractUsing the continuum hypothesis, we give a counterexample for the following problem posed by ...
We show that there exists a non-archimedean Frechet-Montel space W with a basis and with a continuo...
AbstractWe show that any infinite-dimensional Banach (or more generally, Fréchet) space contains lin...
AbstractHilbert spaces of analytic functions where multiplication by z is a subnormal operator with ...
We study an analogue of Garkavi's result on proximinal subspaces of C(X) of finite codimension in th...
The structure and geometry of subspaces of a given Banach space is among the most fundamental questi...
Let E be a Fréchet Schwartz space with a continuous norm and with a finite-dimensional decomposition...