Entre ética e ironía: aspectos retóricos en los “pies de foto” de Juan José Millás.

The aim of this short essay is to analyze the techniques of argumentation developed by the writer and journalist Juan José Millás in his articles named Pie de Foto. Millás is known for his peculiar way of writing, in which language is highly unstable and is thereby apt to the creation of new perspectives and points of view. In the Pie de Foto, this ambivalence of language is enriched by the presence of a picture, of which his textual article is a comment. Using the definition given by Genette, Millás rhetoric is not a ‘restricted’ one but it is a complex system, in which also the apparently superficial figures can provide semantic effects and enrich information. Within this frame, irony plays a fundamental role because it helps questioning the standard discourse of politics. By means of techniques such as the mechanical reproduction and the ridiculing of the fallacies hidden in common sense, Millas raises ethical problems and develops a critique to the postmodern way of life in western countries.

Algebro-Geometric Aspects of the Classical Yang-Baxter Equation

In this thesis we consider algebro-geometric aspects of the Classical Yang-Baxter Equation and the Generalised Classical Yang-Baxter Equation. In chapter one we present a method to construct solutions of the Generalised Classical Yang-Baxter Equation starting with certain sheaves of Lie algebras on algebraic curves. Furthermore we discuss a criterion to check unitarity of such solutions. In chapter two we consider the special class of solutions coming from sheaves of traceless endomorphisms of simple vector bundles on the nodal cubic curve. These solutions are quasi-trigonometric and we describe how they fit into the classification scheme of such solutions. Moreover, we describe a concrete formula for these solutions. In the third and final chapter we show that any unitary, rational solution of the Classical Yang-Baxter Equation can be obtained via the method of chapter one applied to a sheaf of Lie algebras on the cuspidal cubic curve.

Lo que sé de los hombrecillos de Juan José Millás: la ficción psicótica de la sociedad perfecta.

This short essay deals with literary representations of identity and of social reality, especially in relation to the novelistic works published by the Spanish writer Juan José Millás. The article is divided into three parts. The first section is dedicated to a general overview of the new perspectives brought by the contemporary ‘linguistic turn’ in culture, which is currently considered as the product of different discourses and not as an ontological datum. The postmodern condition, on the other hand, is described as the age in which it has become radically difficult to rely on such ideas as “nation” and “people” for the construction of personal identity. The second part of the article identifies Millás’ poetics as an excellent example of describing the neurotic symptoms produced by the urban way of life in Western communities. Millás recognizes the separateness between language and material reality as the origin of the subject's isolation, especially in contemporary life. Finally, the third part handles with Lo que sé de los hombrecillos, the last novel by Millás, in which we witness a significant switch from neurosis to psychosis in the mind of the protagonist who offers us a distorted realisation of his idea of community and plenitude.

Modeling chemistry in massive star forming regions with internal PDRs

Over the past decades star formation has been a very attractive field because knowledge of star formation leads to a better understanding of the formation of planets and thus of our solar system but also of the evolution of galaxies. Conditions leading to the formation of high-mass stars are still under investigation but an evolutionary scenario has been proposed: As a cold pre-stellar core collapses under gravitational force, the medium warms up until it reaches a temperature of 100 K and enters the hot molecular core (HMC) phase. The forming central proto-star accretes materials, increasing its mass and luminosity and eventually it becomes sufficiently evolved to emit UV photons which irradiate the surrounding environment forming a hyper compact (HC) and then a ultracompact (UC) HII region. At this stage, a very dense and very thin internal photon-dominated region (PDR) forms between the HII region and the molecular core. Information on the chemistry allows to trace the physical processes occurring in these different phases of star formation. Formation and destruction routes of molecules are influenced by the environment as reaction rates depend on the temperature and radiation field. Therefore, chemistry also allows the determination of the evolutionary stage of astrophysical objects through the use of chemical models including the time evolution of the temperature and radiation field. Because HMCs host a very rich chemistry with high abundances of complex organic molecules (COMs), several astrochemical models have been developed to study the gas phase chemistry as well as grain chemistry in these regions. In addition to HMCs models, models of PDRs have also been developed to study in particular photo-chemistry. So far, few studies have investigated internal PDRs and only in the presence of outflows cavities. Thus, these unique regions around HC/UCHII regions remain to be examined thoroughly. My PhD thesis focuses on the spatio-temporal chemical evolution in HC/UC HII regions with internal PDRs as well as in HMCs. The purpose of this study is first to understand the impact and effects of the radiation field, usually very strong in these regions, on the chemistry. Secondly, the goal is to study the emission of various tracers of HC/UCHII regions and compare it with HMCs models, where the UV radiation field does not impact the region as it is immediately attenuated by the medium. Ultimately we want to determine the age of a given region using chemistry in combination with radiative transfer.