In this paper we introduce the concept of infinite pointwise dense lineability (spaceability), and provide a criterion to ...

Uno de los más profundos conceptos de la matemática es, posiblemente, el de infinito. Los matemáticos hemos tardado muchos ...

This work serves as an introduction to hypercyclicity, focusing on hypercyclicity in linear dynamical systems, with a ...

In 1966, Russian mathematician Vladimir Gurariy proved that the set of continuous functions on the interval [0, 1] that ...

Large algebraic structures are found inside the space of sequences of continuous functions on a compact interval having ...

In this paper, we investigate to what extent the conclusion of the Lebesgue dominated convergence theorem holds if the ...

Historically, many mathematicians of all ages have been attracted and fascinated by the existence of large algebraic ...

In this paper we look for the existence of large linear and algebraic structures of sequences of measurable functions with ...

El objetivo de este trabajo es mostrar al lector varios modos de convergencia de sucesiones de funciones, estos son: ...

Given s ∈ (1, 2], we study (among other questions) the algebraic genericity of the set of continuous functions f : [0, 1] → R whose graph has Hausdorff (or Box) dimension exactly s.

In this paper we study the large linear and algebraic size of the family of unbounded continuous and integrable functions ...

In this paper, a criterion for a sequence of composition operators defined on the space of holomorphic functions in a ...

Las curvas de Peano pueden generalizarse y entenderse: o bien como aplicaciones continuas y sobreyectivas entre dos espacios ...

It is proved the existence of large algebraic structures –including large vector subspaces or infinitely generated free ...

In the late Nineteenth Century, Weierstrass showed that any continuous real function in a compact can be uniformly ...

Desde siempre, grandes matemáticos de todas las épocas se han sentido atraídos y fascinados por la existencia de grandes ...

El objetivo principal de este Trabajo Fin de Máster es realizar un estudio sobre los últimos resultados de existencia de ...

In this paper, a study of topological and algebraic properties of two families of functions from the unit interval I into ...

Recientemente me encontré en Twitter el vídeo Math tell us three of the saddest love stories del blog Lemongum sobre cómo ...

We are going to characterize those sets which can be covered by an Arakelian set in terms of dynamical properties of entire ...

Chaos is a concept that has always attracted the attention of mathematicians and physicists as well as the general public. ...

Cuando uno ve un número, automáticamente piensa en Matemáticas. Se podría decir que son el alfabeto de esta ciencia. Sin ...

Let (φn) be a sequence of holomorphic self-maps of a Jordan domain G in the complex plane. Under appropriate conditions ...

We link the overconvergence properties of certain Taylor series in the unit disk to the maximality of their cluster sets, ...

The existence of infinite dimensional closed linear spaces of holomorphic functions f on a domain G in the complex plane ...

In this paper we characterize various kinds of cyclicity of sequences of coefficient multipliers, which are operators ...

Let Ω be a domain in the N-dimensional real space, L be an elliptic differential operator, and (Tn) be a sequence whose ...

In this paper, we show that for a wide class of operators T –including infi- nite order differential operators, and ...

The existence of a dense linear manifold of holomorphic functions on a Jordan domain having except for zero maximal cluster set along any curve tending to the boundary with nontotal oscillation value set is shown.

This is an expository paper where we relate some aspects of the problem of looking for holomorphic functions with maximal ...