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  1. The National Science Foundation and philosophy of science's withdrawal from social concerns.Krist Vaesen & Joel Katzav - 2019 - Studies in History and Philosophy of Science Part A 78 (C):73-82.
    At some point during the 1950s, mainstream American philosophy of science began increasingly to avoid questions about the role of non-cognitive values in science and, accordingly, increasingly to avoid active engagement with social, political and moral concerns. Such questions and engagement eventually ceased to be part of the mainstream. Here we show that the eventual dominance of 'value-free' philosophy of science can be attributed, at least in part, to the policies of the U.S. National Science Foundation's "History and Philosophy of (...)
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  • Where have all the Californian tense-logicians gone?Woosuk Park - 2016 - Synthese 193 (11):3701-3712.
    Arthur N. Prior, in the Preface of Past, Present and Future, made clear his indebtedness to “the very lively tense-logicians of California for many discussions”. Strangely,with a notable exception of Copeland, there is no extensive discussion of these scholars in the literature on the history of tense logic. In this paper, I propose to study how Nino B. Cocchiarella, as one of the Californian tense-logicians, interacted with Prior in the late 1960s. By gathering clues from their correspondence available at Virtual (...)
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  • Definite descriptions.Charles B. Daniels - 1990 - Studia Logica 49 (1):87 - 104.
    Three views on definite descriptions are summarized and discussed, including that of P. F. Strawson in which reference failure results in lack of truth value. When reference failure is allowed, a problem arises concerning Universal Instantiation. Van Fraassen solves the problem by the use of supervaluations, preserving as well such theorems as a=a, and Fa or ~Fa, even when the term a fails to refer. In the present paper a form of relevant, quasi-analytic implication is set out which allows reference (...)
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  • Second‐Order Intensional Logic.M. J. Cresswell - 1972 - Mathematical Logic Quarterly 18 (19‐20):297-320.
  • A completeness theorem in second order modal logic.Nino B. Cocchiarella - 1969 - Theoria 35 (2):81-103.
  • Are Functional Properties Causally Potent?Peter Alward - 2006 - Sorites 17:49-55.
    Kim has defended a solution to the exclusion problem which deploys the «causal inheritance principle» and the identification of instantiations of mental properties with instantiations of their realizing physical properties. I wish to argue that Kim's putative solution to the exclusion problem rests on an equivocation between instantiations of properties as bearers of properties and instantiations as property instances. On the former understanding, the causal inheritance principle is too weak to confer causal efficacy upon mental properties. And on the latter (...)
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