activity
20082020
most citedLineability of the set of bounded linear non-absolutely summing operators

4 citations · 7 across the 4 of their papers we have counts for

collaborators

6 papers

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.RA2020

Superinvolutions on block-triangular matrix algebras

Laise Dias, Diogo Diniz, Alex Ramos

In this paper we classify, up to isomorphism, the superinvolutions on algebras of upper block-triangular matrices over an algebraically closed field of characteristic different fro…

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.

math.RA2020

On the Number of Gradings on Matrix Algebras

Diogo Diniz, Daniel Pellegrino

We determine the number of isomorphism classes of elementary gradings by a finite group on an algebra of upper block-triangular matrices. As a consequence we prove that, for a fini…

math.FA20093 cited

A note on lineability

G. Botelho, D. Diniz, D. Pellegrino +1

In this note we answer a question concerning lineability of the set of non-absolutely summing operators.

math.FA20084 cited

Lineability of the set of bounded linear non-absolutely summing operators

G. Botelho, D. Diniz, D. Pellegrino

In this note we solve, except for extremely pathological cases, a question posed by Puglisi and Seoane-Sepulveda on the lineability of the set of bounded non-absolutely summing lin…