We establish a relation between Lipschitz operator ideals and linear operator ideals, which fits in the framework of Galois connection between lattices. We use this relationship to give a criterion which allows us to ...

This work aims to study, according to the psychoanalysis referential, the psychic process that is subordinate to the logic of individualization.To that end, from the sociological contribution of Bauman, it´s possible to ...

We show that for each Banach ideal of homogeneous polynomials, there exists a (necessarily unique) Banach operator ideal compatible with it. Analogously, we prove that any ideal of n-homogeneous polynomials belongs to a ...

La reedición contemporánea del antiguo debate sobre la relación que debe mediar entre los ideales políticos y la realidad concreta, tiene por epicentro una pregunta fundamental: ¿qué entendemos por teoría ideal y teoría ...

Doing 'good medical ethics' requires acknowledgment that it is often practised in non-ideal circumstances! In this article I present the distinction between ideal theory (IT) and non-ideal theory (NIT). I show how IT may ...

We introduce and study the Lipschitz injective hull of Lipschitz operator ideals defined between metric spaces. We show some properties and apply the results to the ideal of Lipschitz p-nuclear operators, obtaining the ...

Given a commutative ring R and S one of its ideals, the function I -- and gt; (I : S) that transforms ideals of R into ideals of R, is right adjoint of the function I -- and gt; IS. We define the S−maximal ideals of R as ...

En esta tesis, mostraremos una caracterización de los dominios de ideales principales y Dominios de Factorización Única. Para tal efecto, se introduce primero las definiciones y nociones básicas de la teoría de números y ...