Eloy Bueno, actual decano y catedrático de la Facultad de Teología de Burgos, ha dedicado varios trabajos al estudio de algunos filósofos actuales. En ellos expone la sensibilidad del pensamiento filosófico español que va desde una conciencia trágica a una dionisíaca. Con diversos planteamientos Javier Sádaba, Fernando Savater, Eugenio Trías, entre otros, consideran la importancia de tres conceptos: el de limite, el de tragedia y el de lo sagrado como núcleo de su reflexión. Aunque estos filósofos argumentan de (...) manera distinta, Eloy Bueno observa que la sensibilidad de nuestro tiempo se centra en un lenguaje restrictivo a los hechos empíricos y en una consciencia trágica porque ante los grandes problemas humanos no se propone una respuesta. (shrink)

La muerte resulta problemática para la contemporaneidad. El existencialismo es una corriente filosófica que presenta la facticidad de la mortalidad como propia de la vida. El pensador Albert Camus articula los pilares fundamentales de su filosofía en torno a la experiencia de la muerte, que lleva al absurdo, del que debe partir la acción rebelde. En esta investigación se analizan algunas dinámicas que, pretendiendo huir de la muerte, solo han conseguido hacernos débiles frente a ella. Presentaremos a Sísifo y Rieux, (...) dos de los personajes de sus escritos, como aquellos paradigmas de conducta que pueden contribuir a hacernos más conscientes del absurdo y poder, de este modo, vivir, amar y luchar. (shrink)

La cultura griega, al mismo tiempo que la filosofía platónica, ha contemplado la inmortalidad del alma como algo cierto. Por su parte, el pensamiento de Unamuno se encuentra articulado poru anhelo de inmortalidad. En el pensamiento unamuniano se ofrecen diversas vías que buscan solucionar este problema antropológico fundamental. La falta de éxito en esta empresa nos aboca al tragicismo, que se convierte en un posicionamiento filosófico, cuya conceptualización filosófica encontramos en la obra Del sentimiento trágico de la vida. anto Platón (...) como Unamuno acaban realizando un giro desde el logos al mito o la religión, a fin de abordar temáticas que la racionalidad no puede solucionar. ¿Es posible que ambos pensadores se encuentren en su concepción de la inmortalidad del alma? Perseguimos la tesis de que el amor es el punto de encuentro entre ambos pensamientos, entendido este como una vía de «inmortalización» del alma. En esta investigación intentaremos poner en contacto ambos pensamientos, así como identificar algún posible elemento platónico en la filosofía del bilbaíno. (shrink)

In this article there is a criticism of the thesis that defines the Spanish political transition as a successful attempt to put an end to the "law of the pendulum" that had been governing our constitutional history. On the one hand, this thesis underestimates the conditions of the Spanish situation of 1978, marked by the transit between two worlds, the modern one that inherited and the emerging postmodern, which would become an unquestionable reality from 1989. In addition, the Spanish Constitution (...) of 1978 was drafted at a time when the political-normative conceptual assumptions of the dominant constitutional paradigm in Europe after World War II were declining. Likewise, the thesis ignores the specific spanish differential feature: the civil war of 1936-1939 and the subsequent rupture and radical separation of Spanish modernity into two distinct historical sections: one initiated with the French Revolution and culminated in the most absolute destruction of the pre-existing political and social order; and another that starts in 1939, since the construction of zero of a radically new pattern of society and culture, with which the Spaniards encountered in December 1975 when they assumed their full political protagonism in a situation unprecedented and completely devoid of precedents in our national constitutional tradition. (shrink)

The purpose of this paper is to outline a thesis which in some ways attemts to retrieve the value of meaning as a constituent element of theories. It will be argued that theories possess in common a more or less explicit relational structure, but, at the same time, they possess a meaningful function by means of which they are instruments of knowledge or, rather, by means of which theories have the value ofknowledge in science. In conclusion, it will be suggested (...) that this approach to theories allows those with weak relational structure (social, historical theories, etc.) to be treated with a degree of adequacy by the philosophy of science. Likewise, it will be suggested that the method of semantic analysis linked to the theory of “possible worlds” could be fruitful for this purpose. (shrink)

Criticism of the traditional periodization of history (antiquity, the Middle Ages, the modern age), generally centered on the medieval period as the crucial point, has not even stooped to consider what is called the “contemporary age.” This new and poorly defined phase, proposed by the methodologists to inclose in history the events and times which immediately precede us or in which we live, has not in general been accepted as such a theoretical unity by those who have been occupied with (...) the other pretentious “ages” in order to deny their equal validity.In the ingenious and controversial scheme outlined here, certainly, the contemporary age represents a concept so artificial, so devoid of unified personality and feeling and of clear differentiation, that it only disturbs the already slight harmony of this controversial and antiquated system. (shrink)

How is that when scientists need some piece of mathematics through which to frame their theory, it is there to hand? What has been called 'the unreasonable effectiveness of mathematics' sets a challenge for philosophers. Some have responded to that challenge by arguing that mathematics is essentially anthropocentric in character, whereas others have pointed to the range of structures that mathematics offers. Otavio Bueno and Steven French offer a middle way, which focuses on the moves that have to be (...) made in both the mathematics and the relevant physics in order to bring the two into appropriate relation. This relation can be captured via the inferential conception of the applicability of mathematics, which is formulated in terms of immersion, inference, and interpretation. In particular, the roles of idealisations and of surplus structure in science and mathematics respectively are brought to the fore and captured via an approach to models and theories that emphasize the partiality of the available information: the partial structures approach. The discussion as a whole is grounded in a number of case studies drawn from the history of quantum physics, and extended to contest recent claims that the explanatory role of certain mathematical structures in scientific practice supports a realist attitude towards them. The overall conclusion is that the effectiveness of mathematics does not seem unreasonable at all once close attention is paid to how it is actually applied in practice. (shrink)

Las 15 piezas que ahora lo conforman abrevan en la Historia, en confeciones personales y entrevistas, y mezclan la literatura y el periodismo de manera audaz y perfecta. Los protagonistas son hombres excepcionales y el momento que se ha elegido para contar son las visperas de sus muertes -tal vez el momento de mayor soledad y de mayor intimidad de un hombre. A traves de la magistral escritura de Tomas Eloy Martinez tenemos el privilegio de asistir a los ultimos (...) minutos de sus vidas, el momento previo a perderlo todo y cuando, resistiendo a la indiferencia del mundo, se suena con alguna inmortalidad. (shrink)

A number of people have recently argued for a structural approach to accounting for the applications of mathematics. Such an approach has been called "the mapping account". According to this view, the applicability of mathematics is fully accounted for by appreciating the relevant structural similarities between the empirical system under study and the mathematics used in the investigation ofthat system. This account of applications requires the truth of applied mathematical assertions, but it does not require the existence of mathematical objects. (...) In this paper, we discuss the shortcomings of this account, and show how these shortcomings can be overcome by a broader view of the application of mathematics: the inferential conception. (shrink)

Batterman raises a number of concerns for the inferential conception of the applicability of mathematics advocated by Bueno and Colyvan. Here, we distinguish the various concerns, and indicate how they can be assuaged by paying attention to the nature of the mappings involved and emphasizing the significance of interpretation in this context. We also indicate how this conception can accommodate the examples that Batterman draws upon in his critique. Our conclusion is that ‘asymptotic reasoning’ can be straightforwardly accommodated within (...) the inferential conception. 1 Introduction2 Immersion, Inference and Partial Structures3 Idealization and Surplus Structure4 Renormalization and the Stability of Mathematical Representations5 Explanation and Eliminability6 Requirements for Explanation7 Interpretation and Idealization8 Explanation, Empirical Regularities and the Inferential Conception9 Conclusion. (shrink)