4 papers
math.FA2021
Constants of the Kahane--Salem--Zygmund inequality asymptotically bounded by II
Daniel Pellegrino, Anselmo Raposo
In [18] we have shown that, for , the constants of Bennett's inequality on unimodular bilinear forms on …
math.FA2020
Pointwise Lineability in Sequence Spaces
Daniel Pellegrino, Anselmo Raposo
We prove that several results of lineability/spaceability in the framework of sequence spaces are valid in a stricter sense.
math.FA2020
A note on the geometry of certain classes of linear operators
Diogo Diniz, Anselmo Raposo
In this note we introduce a new technique to answer an issue posed in [7] concerning geometric properties of the set of non-surjective linear operators. We also extend and improve…
math.FA2020
Spaceability of the sets of surjective and injective operators between sequence spaces
Diogo Diniz, Vinícius Fávaro, Daniel Pellegrino +1
We investigate algebraic structures within sets of surjective and injective linear operators between sequence spaces, completing results of Aron et al.