Sur Les Espaces Tonnelés Et Bornologiques
We investigate the stability of some properties of locally convex Riesz spaces in connection with subspaces and quotients and also the corresponding three-space-problems. We show that in the richer structure there are more positive answers than in the category of locally convex spaces.
We examine the so-called three-space-stability for some classes of linear topological and locally convex spaces for which this problem has not been investigated.
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