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  1. Skolem’s “paradox” as logic of ground: The mutual foundation of both proper and improper interpretations.Vasil Penchev - 2020 - Epistemology eJournal (Elsevier: SSRN) 13 (19):1-16.
    A principle, according to which any scientific theory can be mathematized, is investigated. That theory is presupposed to be a consistent text, which can be exhaustedly represented by a certain mathematical structure constructively. In thus used, the term “theory” includes all hypotheses as yet unconfirmed as already rejected. The investigation of the sketch of a possible proof of the principle demonstrates that it should be accepted rather a metamathematical axiom about the relation of mathematics and reality. Its investigation needs philosophical (...)
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  • Are Mathematicians Better Described as Formalists or Pluralists?Andrea Pedeferri & Michele Friend - 2011 - Logic and Philosophy of Science 9 (1):173-180.
    In this paper we try to convert the mathematician who calls himself, or herself, “a formalist” to a position we call “meth-odological pluralism”. We show how the actual practice of mathe-matics fits methodological pluralism better than formalism while preserving the attractive aspects of formalism of freedom and crea-tivity. Methodological pluralism is part of a larger, more general, pluralism, which is currently being developed as a position in the philosophy of mathematics in its own right.1 Having said that, henceforth, in this (...)
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  • The One and the Many.Gareth B. Matthews & S. Marc Cohen - 1968 - Review of Metaphysics 21 (4):630-655.
    We discuss Aristotle's "Categories" as an answer to Plato's One-over-Many argument. For Plato, F-ness is something "over against" particular F things; to predicate "F" of these things is to assert that they all stand in a certain relation to F-ness. Aristotle answers that predication is classification; and there being a classification of a certain sort is a fact correlative with there being things classifiable in the way the classification in question would classify them.
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  • Logical Form and the Limits of Thought.Manish Oza - 2020 - Dissertation, University of Toronto
    What is the relation of logic to thinking? My dissertation offers a new argument for the claim that logic is constitutive of thinking in the following sense: representational activity counts as thinking only if it manifests sensitivity to logical rules. In short, thinking has to be minimally logical. An account of thinking has to allow for our freedom to question or revise our commitments – even seemingly obvious conceptual connections – without loss of understanding. This freedom, I argue, requires that (...)
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  • SPEP Co-Director's Address: Hesitation as Philosophical Method—Travel Bans, Colonial Durations, and the Affective Weight of the Past.Alia Al-Saji - 2018 - Journal of Speculative Philosophy 32 (3):331-359.
    It is, without a doubt, a difficult task to address at once the state of philosophy as embodied by the Society for Phenomenology and Existential Philosophy and the place of one’s own thought within it. This is the task that a co-director’s address tries to fill. Whether with a critical reexamination of the phenomenological mode of seeing distinctive of SPEP, of philosophical progress, or of the place of transcontinental philosophy, prior co-directors found ways to subtly chart the windings and turns (...)
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  • Secrecy, transparency and government whistleblowing.William H. Harwood - 2017 - Philosophy and Social Criticism 43 (2):164-186.
    In the first part of the 21st century, the complicated relationship between transparency and security reached a boiling point with revelations of extra-judicial CIA activities, near universal NSA monitoring and unprecedented whistleblowing – and prosecution of whistleblowers under the Espionage Act. This article examines the dual necessities of security and transparency for any democracy, and the manner in which whistleblowers radically saddle this Janus-faced relationship. Then I will move to contemporary examples of whistleblowing, showing how and why some prove more (...)
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  • Computation as an intrinsic property.C. Franklin Boyle - 1994 - Minds and Machines 4 (4):451-67.
    In an effort to uncover fundamental differences between computers and brains, this paper identifies computation with a particular kind of physical process, in contrast to interpreting the behaviors of physical systems as one or more abstract computations. That is, whether or not a system is computing depends on how those aspects of the system we consider to be informational physically cause change rather than on our capacity to describe its behaviors in computational terms. A physical framework based on the notion (...)
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