Estudios de Filosofía

URI permanente para esta comunidadhttps://hdl.handle.net/20.500.14657/175808

e-ISSN: 2409-1596

Estudios de Filosofía es una revista de periodicidad anual, editada por el Seminario de Filosofía del Instituto Riva-Agüero, escuela de altos estudios humanísticos de la Pontificia Universidad Católica del Perú, y elaborada con el esfuerzo conjunto de profesores y estudiantes de Filosofía de esta universidad. Se publica por primera vez en 1975; a partir de 2009, la revista se publica de forma exclusivamente electrónica.

Su objetivo es difundir textos originales e inéditos, principalmente -aunque no de modo exclusivo- de quienes se inician en la investigación. Se incluyen artículos, traducciones, estudios críticos, reseñas, entrevistas, notas bibliográficas y noticias de actividades filosóficas diversas.

Todos los artículos presentados a la revista son sometidos a un proceso de arbitraje doble ciego realizado por pares nacionales.

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  • Ítem
    A propósito del problema del espacio en Hegel
    (Pontificia Universidad Católica del Perú. Instituto Riva-Agüero, 2016-12-01) Vera, Santiago
    The paper aims to locate the concept of space within Hegel’s philosophy, interrogating the necessity of its subordination in relation to the concept of timewithin the framework of the Hegelian teleology of history. The first part considers the problem of the relation between (natural) space and (natural-spiritual) time, placing each concept in its corresponding systematic location. The second part illustrates how this problem operates within three scenarios: language, art and geography. In the context of a wider research regarding the historical devaluation that space suffered in relation to the categorical preeminence of time, this paper intends to identify one among many conceptual strategies whereby this preeminence acquires legitimation in Hegel´s philosophy.
  • Ítem
    Kant y el problema de la geometría
    (Pontificia Universidad Católica del Perú. Instituto Riva-Agüero, 2014-12-03) Osorio, José Manuel
    Geometry is an a priori science. However, its apriority is saddled with problems. The aim of this paper will be to show 1) how Kant understands that the contents of geometry are synthetic a priori judgments in the Critique of Pure Reason, and 2) if it’s still relevant to study Kant’s theory of geometry after the challenges posed by non-Euclidian theories of space. With respect to point 1: Kant understands geometry as the discipline that objectifies the pure intuition of space. Every geometric concept is built upon the pure intuition of space through a synthetic ostensive process. Furthermore, the pure intuition of space is the form of external experiences. Thus, geometry and external phenomena share a common ground – pure space. This common ground is what provides an answer to the question of the possibility of mathematics as a universal and a priori science. With respect to point 2: the relevance of studying Kant’s theory of geometry lies not only in the fact that geometry can serve as an example to philosophy based on the fact that it establishes its propositions a priori, but also because the object-study of geometry – the pure intuition of space– forces the reader to review Kant’s thoughts about sensibility and its relation to space. The analysis of Kant’s theory of geometry then amounts to studying Kant’s theory of sensibility.