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20112026
most citedOn multi-ideals and polynomial ideals of Banach spaces: a new approach to coherence and compatibility

1 citations · 1 across the 8 of their papers we have counts for

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10 papers

math.FA2026

Dunford-Pettis Multilinear Operators and their variations: A revisit to the classic concepts of Operator Ideals

Joilson Ribeiro, Fabricio Santos

In this paper, we will address broader concepts for Dunford-Pettis operators, presenting new classes and results that correlate this class with others already well-studied in the l…

math.FA2026

Demi Weakly Dunford-Pettis on Banach Spaces

Joilson Ribeiro, Fabricio Santos

In this paper, our main goal is to define the class of weakly Demi Dunford-Pettis applications. We also study their relationship with the classes of weakly Dunford-Pettis and Demi…

math.FA2021

Multiple almost summing operators

Joilson Ribeiro, Fabrício Santos

In this paper, we explore the concept of multilinear operators that are multiple almost summing and present a new concept of type and cotype of multilinear operators and investigat…

math.FA2018

Transformations of sequence spaces by multipolinomials

Joilson Ribeiro, Fabrício Santos

In this paper we introduce a new approach to the concept of multipolynomials and generalize several results of the homogeneous polynomials and symmetric multilinear applications. W…

math.FA2018

A note on Basis Problem in normed spaces

Vinicius Coelho, Joilson Ribeiro, Luciana Salgado

In this work, we prove the criterion of Banach-Grunblum and the principle of selection of Bessaga-Pełczyński for normed spaces. As applications of these results, we show the Princi…

math.FA2018

Coherence and compatibility: a stronger approach

Joilson Ribeiro, Fabrício Santos, Ewerton Torres

In this work we present a definition for coherence and compatibility of multilinear mappings and homogenous polynomial classes. These definitions are more restricted than the ones…