Axel Barceló

The goal of this brief note is to offer a generalisation of Gómez-Torrente argumentative strategy against perspectivism, which he has developed as a defence of color realism in (2016) and (2019) and then apply it to evaluative language. In particular, I want to defend the thesis that at least some aesthetic predicates can have non-evaluative reference. As an example, I will work with the predicate “tasty” (and its antonym “disgusting”) to argue that it some times refers to a non-subjective non-evaluative property, flavour, which is more fundamental that the relational property of being tasty to someone. In other words, some times, when we say of something that it is tasty, we are not saying how it tastes to us or whether we like it, but just how it tastes period.

Under what conditions would it be paradoxical to consider the possibility of false judgment? Here we claim that in the initial puzzle of Theaetetus 187e5–188c9, where Plato investigates the question of what could psychologically cause a false judgment, the paradoxical nature of this question derives from certain constraints and restrictions about causal explanation, in particular, from the metaphysical principle that opposites cannot cause opposites. Contrary to all previous interpretations, this metaphysical approach does not attribute to Plato any controversial epistemological assumptions and fits better with the text and its role within the dialectic of the dialogue.

La falibilidad es una condición ubicua de nuestras empresas, la cual emana del hecho de que, comúnmente, las cosas que más nos interesan, como el descubrir la verdad, referirnos a cosas que de hecho existen, evitar dañar a los otros, etc., escapan nuestro alcance y, sin embargo, no dejamos de hacer grandes esfuerzos para conseguirlas. Es posible que hagamos todo lo que está en nuestras manos para actuar de manera cuidadosa y responsable y aun así nuestros actos tengan consecuencias negativas; e igualmente es posible que nuestros actos tengan consecuencias positivas sin que podamos cobrar crédito por ellas como un logro. En este volumen, el autor se propone no solo explicar qué caracteriza a los casos de buena y mala suerte, sino también por qué valoramos más un logro que podemos atribuir al esfuerzo propio que el obtener lo que deseamos de manera accidental.

a cuestión de si la realidad es homogénea o heterogénea es uno de los debates más antiguos de la filosofía occidental y se repite en prácticamente todas las tradiciones filosóficas del mundo. Hay tres motivaciones principales para adoptar una visión heterogénea de la realidad: para dar cuenta de errores categoriales, para resolver paradojas, y para respetar la aparente heterogeneidad de nuestra experiencia, pensamiento y lenguaje. A continuación, revisaremos cada una de ellas, para después ver los principales retos que enfrenta quién quiera defender una visión plural del ser.

Para concretar el proyecto naturalista de Penelope Maddy, sería necesario, pues, contar con un criterio que nos permita decidir cuándo la argumentación es en favor o en contra de revisar los criterios de existencia y justificación en matemáticas es ella misma matemática y cuando es más bien filosófica o metafísica. Esto pone a Maddy en una posición particularmente difícil. Por un lado, quiere que la matemática sea considerada tan científica como para merecer el mismo tipo de autonomía epistémica, pero no tan científica como para requerir el mismo tipo de justificación. Esto la hace blanco de críticas tanto de parte de naturalistas (quienes criticarían la autonomía que le otorga a la matemática), como de positivistas (quienes cuestionarían el carácter científico de la matemática).

El objetivo de este artí­culo es clarificar el sentido en el cual el proyecto semántico de Frege, Russell y Carnap puede llamarse correctamente de análisis semántico. Para ello, delineo brevemente la historia del concepto de análisis en la intersección de la filosofí­a y las matemáticas modernas, teniendo como hipótesis que el análisis semántico en la filosofí­a analí­tica temprana pertenece a una larga tradición de adoptar metodologí­as geométricas a la solución de problemas filosóficos. En particular, este tipo de análisis adapta la formalización cartesiana como mecanismo de representación analí­tica, a problemas de semántica.The goal of this article is to clarify the sense in which the semantic project of Frege, Russel and Carnap may be correctly described as a kind of semantic analysis. To this goal, I briefly trace the history of the term analysis in modern philosophy and mathematics, under the guiding hypothesis that semantic analysis in early analytic philosophy belongs to a long tradition of adopting geometrical methodologies to the solution of philosophical problems. In particular, it adapts Descartes"™ development of formalization as a mechanism of analytic representation, for its application in semantics

How does the compositional arrangement of elements in a complex image, like a diagram, a picture or a map, represent the structural features of its content? In this paper I argue that they do so iconically, through the exploitation of relations of visual similarity and dissimilarity. I develop the general claim that our interpretation of this sort of images is guided by the implicit defeasible assumption that things that are patently related represent things that are relevantly related in a similar way. I also identify the usual intrinsic and extrinsic mechanisms we use to represent structural features and illustrate them with an example from real life: a recent infographic from a popular science magazine.

This dissertation looks to make sense of the role 'grammar' plays in Wittgenstein's philosophy of mathematics during the middle period of his career. It constructs a formal model of Wittgenstein's notion of grammar as expressed in his writings of the early thirties, addresses the appropriateness of that model and then employs it to test Wittgenstein's claim that mathematical propositions are ultimately grammatical. ;In order to test Wittgenstein's claim that mathematical propositions are grammatical, the dissertation provides a formalized theory of grammatical analysis and applies it to a portion of language big enough to contain numerical expressions. It attempts to prove that, if the object language contains the appropriate numerical expressions, the resulting grammar will include at least some rules with a natural mathematical interpretation. In particular, it tries to show that Wittgenstein's grammatical analysis of the ordinary use of numerical expressions yields familiar theorems of arithmetic. ;The dissertation also endeavors to extend these results to a coherent picture of Wittgenstein's peculiar view of mathematics as grammar. It fits the formal results into the larger picture of Wittgenstein's philosophy of mathematics during this period. A large portion of the dissertation explains how, by combining the notions of grammar and mathematics, Wittgenstein allowed himself to offer original answers to some central questions in the philosophy of mathematics. In this regard, the dissertation pays special attention to four main issues: Wittgenstein's use of the term 'grammar' in his philosophical writings of this period, in comparison with traditional understandings of 'grammar', mathematics as part of the syntax of language, his explanation of mathematical application, and Wittgenstein's account of mathematical necessity. Taking these points in consideration situates the dissertation's results in the larger philosophical discussion of these themes