Some properties of continuous function spaces
Some Properties of the Bornological Spaces
Some remarks about Mackey convergence.
Some remarks on -Baire-like and --Baire-like spaces
Some remarks on b-spaces (supplement)
Some Results on Barreledness in Projective Tensor Products.
Some spaces of entire and nuclearly entire functions on a Banach space. I.
Some spaces of entire and nuclearly entire functions on a Banach space. II.
Spaces Associated to Spaces of Continuous Functions.
Spectral measures and automatic continuity.
Stabilizability in asymptotically finite-dimensional semigroups.
Strictly barrelled disks in inductive limits of quasi-(LB)-spaces.
Strong barrelledness properties in l ... 0 (X, A) and bounded finite additive measures.
Strong barrelledness properties in L...(..., X).
Strong barrelledness properties in Lebesgue-Bochner spaces.
Strong duals of projective limits of (LB)-spaces
We investigate the problem when the strong dual of a projective limit of (LB)-spaces coincides with the inductive limit of the strong duals. It is well-known that the answer is affirmative for spectra of Banach spaces if the projective limit is a quasinormable Fréchet space. In that case, the spectrum satisfies a certain condition which is called “strong P-type”. We provide an example which shows that strong P-type in general does not imply that the strong dual of the projective limit is the inductive...
Subespacios de primera categoría en espacios vectoriales topológicos de Baire.
Suites absorbantes et suites bornivores dans les espaces localement convexes
Sur certains espaces de formes linéaires liés aux mesures vectorielles
En liaison avec le théorème d’Orlicz-Pettis, on étudie la plus fine topologie localement convexe sur un elc pour laquelle toute mesure définie sur une tribu et à valeurs dans est -bornée. Pour cela, on considère l’espace des formes linéaires sur telles que, pour toute suite sous-série convergente de , on ait . La topologie coïncide avec la topologie de Mackey ; elle est bornologique et tonnelée, mais ce n’est pas la topologie bornologique et tonnelée associée à . Ce point est...
Sur Deux Classes D'Espaces Localment Convexes