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Mathematics and the roots of postmodern thought

New York: Oxford University Press (2001)

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  1. Information, possible worlds and the cooptation of scepticism.Luciano Floridi - 2010 - Synthese 175 (1):63 - 88.
    The article investigates the sceptical challenge from an informationtheoretic perspective. Its main goal is to articulate and defend the view that either informational scepticism is radical, but then it is epistemologically innocuous because redundant; or it is moderate, but then epistemologically beneficial because useful. In order to pursue this cooptation strategy, the article is divided into seven sections. Section 1 sets up the problem. Section 2 introduces Borei numbers as a convenient way to refer uniformly to (the data that individuate) (...)
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  • Our Phenomenal Universe: Resolving the Mind-Body Problem.Craig Philpot - manuscript
    Many philosophers argue that the mind-body problem is unresolvable, that there are irreconcilable differences between the physical world and the way the mind experiences it. Several others argue that the problem represents an incompleteness of the Galilean view, which conceptually divides the world into two models (physical and consciousness). Recent debates have centered around a proposal to radically alter the physical model to account for the mind-body relationship. However, critics argue that the general approach is flawed and that the specific (...)
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  • In search of lost time, Merleau-ponty, Bergson, and the time of objects.Dorothea Olkowski - 2010 - Continental Philosophy Review 43 (4):525-544.
    The chapter on temporality in Merleau-Ponty’s Phenomenology of Perception , is situated in a section titled, “Being-for-Itself and Being-in-the-World.” As such, Merleau-Ponty’s task in the chapter on temporality is to bring these two positions together, in other words, to articulate the manner in which time links the cogito (Being-for-Itself) with freedom (Being-in-the-World). To accomplish this, Merleau-Ponty proposes a subject located at the junction of the for-itself and the in-itself, a subject which has an exterior that makes it possible for others (...)
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  • Conocer no es como predecir una secuencia numérica impredecible.Diego Alonso Becerra - 2020 - Scientia in Verba Magazine 6 (1):65-73.
    En su libro Mind and nature Gregory Bateson elabora un argumento que él llama ‘convencional’ para concluir que “nunca podremos ser capaces de reclamar conocimiento definitivo en asunto alguno [final knowledge of anything whatsoever]”. La conclusión es correcta, pero el argumento es engañoso y desorienta más de lo que ayuda. Además, Bateson, disimuladamente, introduce algunas afirmaciones falsas en medio de premisas verdaderas. Revisarlo nos permitirá aclarar algunos malentendidos comunes en filosofía de la ciencia, además de ser la excusa perfecta para (...)
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  • The Concept of Practice, Enlightenment Rationality and Education: A speculative reading of Michel de Certeau’s TheWriting of History.Graham Giles - 2014 - Educational Philosophy and Theory 46 (3):1-14.
    This article proposes a reading of Michel de Certeau’s TheWriting of History which derives an understanding of the concept of practice as authoritative to the establishment and development of Enlightenment rationality. It is seen as a new form of legitimation established in the redeployment of religious ‘formalities’ in early modernity, supportive of the ostensible deliverance of the projects of reason.Subversive of its moral and ideological operations and geneses, this is an understanding of practice whose subject is the state. Practice, as (...)
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  • Brouwer and Nietzsche: Views about Life, Views about Logic.Miriam Franchella - 2015 - History and Philosophy of Logic 36 (4):367-391.
    Friedrich Nietzsche and Luitzen Egbertus Jan Brouwer had strong personalities and freely expressed unconventional opinions. In particular, they dared to challenge the traditional view that considered Aristotelian logic as being absolute and intrinsic to man. Although they formed this opinion in different ways and in different contexts, they both based it on a view of life that considered it as a struggle for power in which logic was a weapon. Therefore, it is interesting to carry out an in-depth analysis on (...)
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  • Paradoxes of randomness and the limitations of mathematical reasoning.Gregory Chaitin - 2002 - Complexity 7 (5):14-21.
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  • How real are real numbers?Gregory Chaitin - 2011 - Manuscrito 34 (1):115-141.
    We discuss mathematical and physical arguments against continuity and in favor of discreteness, with particular emphasis on the ideas of Émile Borel.
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