Los criterios de excelencia e innovación a la hora de valorar las tecnologías de la comunicación se ven afectados por un gran número de factores, pero al final hay uno que prima sobre todos los demás: la calidad de la imágenes utilizadas, como sucede con National Geographic y Walt Disney, dos empresas de comunicación que han sido determinantes a la hora de fijar los criterios estándar de excelencia e innovación. En este contexto se reconstruye el debate contemporáneo entre Wiesing, Levinson, (...) Crowther y Seel acerca de los criterios de excelencia e innovación usados a la hora de valorar la calidad de las imágenes virtuales mediáticas por parte de las tecnologías de la comunicación, teniendo en cuenta su cuádruple dimensión genético-retroductiva, simbólica, contextual y estrictamente escénica. (shrink)

In this paper, I present the beginnings of a resemblance theory of representation. I start by surveying the contemporary philosophical debate surrounding musical representation and reveal that its main interlocutors share a conception of artistic representation as a mode of meaningful communication. I then show how conceiving of artistic representation in this way severely limits music’s possibilities as a medium for representation. Next, I propose an alternative conception of representation that, despite its widespread acceptance outside of the philosophy of art, (...) has been largely denigrated within it: namely, that representation fundamentally depends on structural resemblance. Finally, I demonstrate how conceiving of artistic representation as grounded upon structural resemblances, rather than as a mode of meaningful communication, provides us with a more accurate picture of both (a) how music represents and (b) how we perceive and appreciate musical representations. (shrink)

The aim of this work is to account for expressions like “Cantor’s diagonal proof is elegant” or “Euler identity is the most beautiful formula of mathematics”. This type of expressions is common among mathematicians; however, they may result in two kinds of puzzled reactions: first, the non mathematician may find the use of the word ‘beautiful’ strange in this context. Second, the mathematician may try to reinterpret mathematical beauty in terms of the principles and precepts of mathematics itself. I present (...) an account of mathematical beauty that offers a way to avoid these puzzled reactions: mathematical beauty is just a type of “normal” beauty and no reinterpretation is necessary. To support this claim, I devise an aesthetic theory -by using insights and findings from experimental psychology, neurology, philosophical and psychological theories of emotion in art, philosophy of music and philosophy of science- that shows that aesthetic judgments in mathematics are genuine aesthetic judgments. (shrink)