Sul prodotto cartesiano di spazi topologici aventi proprietà del tipo della paracompattezza
No hedgehog in the product?
Assuming OCA, we shall prove that for some pairs of Fréchet -spaces , the Fréchetness of the product implies that is . Assuming MA, we shall construct a pair of spaces satisfying the assumptions of the theorem.
Two examples of pseudo-radial spaces
Some remarks on almost radiality in function spaces
In memoriam Mario Dolcher.
On functions preserving almost radiality and their relations to radial and pseudo-radial spaces
On pseudo-radial spaces
Corrigendum to "Products of pseudoradial spaces".
Products of pseudoradial spaces.
Pseudoradial Spaces: Finite Products and an Example From CH
∗ The first named author’s research was partially supported by GAUK grant no. 350, partially by the Italian CNR. Both supports are gratefully acknowledged. The second author was supported by funds of Italian Ministery of University and by funds of the University of Trieste (40% and 60%). Aiming to solve some open problems concerning pseudoradial spaces, we shall present the following: Assuming CH, there are two semiradial spaces without semi-radial product. A new property of pseudoradial spaces...
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