10 citations · 57 across the 30 of their papers we have counts for
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math.FA2011★ 1 cited
On a class of preduals of
Stefano Rossi
Some nice preduals of are presented
math.FA2010★ 1 cited
A characterization of separable conjugate spaces
Stefano Rossi
Necessary and sufficient conditions for a separable Banach space to be a dual space are proved. Some applications are discussed
math.FA2009
A counterexample for a suptheorem in locally convex spaces
Stefano Rossi
In this brief note, we provide an example of non complete locally convex space with a closed bounded subset , which is not -compact, even if…
math.FA2009
On a characterization of dual Banach spaces through determinant subspaces of norm-attaining linear forms
Stefano Rossi
Necessary and sufficient conditions for Banach space to be(isometrically isomorphic to) a dual space will be given.
math.FA2009★ 1 cited
Banach Spaces Which Embed into their Dual
V. Capraro, S. Rossi
We use Birkhoff-James' orthogonality in Banach spaces to provide new conditions for the converse of the classical Riesz's representation theorem.