Add to ORKGIn this paper we look for the existence of large linear and algebraic structures of sequences of measurable functions with different modes of convergence. Concretely, the algebraic size of the family of sequences that are convergent in measure but not a.e. pointwise, uniformly but not pointwise convergent, and uniformly convergent but not in L1-norm, are analyzed. These findings extend and complement a number of earlier results by several authors.Junta de AndalucíaMinisterio de Ciencia, Innovación y Universidades (MICINN). Españ
The search of lineability consists on finding large vector spaces of mathematical objects with speci...
The search of lineability consists on finding large vector spaces of mathematical objects with speci...
In this paper, the notion of [S]-lineability (originally coined by Vladimir I. Gurariy) is introduce...
We prove the existence of large algebraic structures - including large vector subspaces or infinitel...
It is proved the existence of large algebraic structures –including large vector subspaces or infini...
In this paper we study the large linear and algebraic size of the family of unbounded continuous an...
We show that, when omitting one condition in several well-known convergence results from probability...
Lineability is a property enjoyed by some subsets within a vector space X. A subset A of X is called...
In this paper we introduce the concept of infinite pointwise dense lineability (spaceability), and p...
El objetivo de este trabajo es mostrar al lector varios modos de convergencia de sucesiones de func...
In this notes we extend an infinite pointwise dense lineability criterion due to Calder\'on-Moreno, ...
The notion of lineability emerged in the eighties, albeit its essence is quite older, as a method t...
The notion of lineability emerged in the eighties, albeit its essence is quite older, as a method t...
In this paper, we continue the ongoing research on lineability related questions. On this occasion, ...
The search of lineability consists on nding large vector spaces of mathematical objects with speci...
The search of lineability consists on finding large vector spaces of mathematical objects with speci...
The search of lineability consists on finding large vector spaces of mathematical objects with speci...
In this paper, the notion of [S]-lineability (originally coined by Vladimir I. Gurariy) is introduce...
We prove the existence of large algebraic structures - including large vector subspaces or infinitel...
It is proved the existence of large algebraic structures –including large vector subspaces or infini...
In this paper we study the large linear and algebraic size of the family of unbounded continuous an...
We show that, when omitting one condition in several well-known convergence results from probability...
Lineability is a property enjoyed by some subsets within a vector space X. A subset A of X is called...
In this paper we introduce the concept of infinite pointwise dense lineability (spaceability), and p...
El objetivo de este trabajo es mostrar al lector varios modos de convergencia de sucesiones de func...
In this notes we extend an infinite pointwise dense lineability criterion due to Calder\'on-Moreno, ...
The notion of lineability emerged in the eighties, albeit its essence is quite older, as a method t...
The notion of lineability emerged in the eighties, albeit its essence is quite older, as a method t...
In this paper, we continue the ongoing research on lineability related questions. On this occasion, ...
The search of lineability consists on nding large vector spaces of mathematical objects with speci...
The search of lineability consists on finding large vector spaces of mathematical objects with speci...
The search of lineability consists on finding large vector spaces of mathematical objects with speci...
In this paper, the notion of [S]-lineability (originally coined by Vladimir I. Gurariy) is introduce...