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  1. Is There a Statistical Solution to the Generality Problem?Julien Dutant & Erik J. Olsson - 2013 - Erkenntnis 78 (6):1347-1365.
    This article is concerned with a statistical proposal due to James R. Beebe for how to solve the generality problem for process reliabilism. The proposal is highlighted by Alvin I. Goldman as an interesting candidate solution. However, Goldman raises the worry that the proposal may not always yield a determinate result. We address this worry by proving a dilemma: either the statistical approach does not yield a determinate result or it leads to trivialization, i.e. reliability collapses into truth (and anti-reliability (...)
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  • A Naturalistic Approach to the Generality Problem.Erik J. Olsson - 2016 - In Hilary Kornblith & Brian McLaughlin (eds.), Goldman and his Critics. Malden, MA: Blackwell. pp. 178–199.
    This chapter considers the present account to be a sufficient response to the generality problem as an objection that specifically targets reliabilism. It identifies the main challenge for reliabilism in relation to the typing of belief‐forming processes. The chapter focuses on insights in cognitive science in a way that should make this response attractive to practitioners of naturalized epistemology, including Goldman himself. The most stimulating part of Conee and Feldman's attack can charitably be viewed as targeting the notion that the (...)
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  • Agency ascriptions in ethics and epistemology: Or, navigating intersections, narrow and broad.Guy Axtell - 2010 - Metaphilosophy 41 (1-2):73-94.
    Abstract: In this article, the logic and functions of character-trait ascriptions in ethics and epistemology is compared, and two major problems, the "generality problem" for virtue epistemologies and the "global trait problem" for virtue ethics, are shown to be far more similar in structure than is commonly acknowledged. I suggest a way to put the generality problem to work by making full and explicit use of a sliding scale--a "narrow-broad spectrum of trait ascription"-- and by accounting for the various uses (...)
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  • How to make the generality problem work for you.Christopher Lepock - 2009 - Acta Analytica 24 (4):275-286.
    Reliabilist theories of knowledge face the “generality problem”; any token of a belief-forming processes instantiates types of different levels of generality, which can vary in reliability. I argue that we exploit this situation in epistemic evaluation; we appraise beliefs in different ways by adverting to reliability at different levels of generality. We can detect at least two distinct uses of reliability, which underlie different sorts of appraisals of beliefs and believers.
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  • Knowledge, evidence, and multiple process types.Jeffrey Tolly - 2019 - Synthese 198 (S23):5625-5652.
    The generality problem is one of the most pressing challenges for reliabilism. The problem begins with this question: of all the process types exemplified by a given process token, which types are the relevant ones for determining whether the resultant belief counts as knowledge? As philosophers like Earl Conee and Richard Feldman have argued, extant responses to the generality problem have failed, and it looks as if no solution is forthcoming. In this paper, I present a new response to the (...)
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  • Algorithm and Parameters: Solving the Generality Problem for Reliabilism.Jack C. Lyons - 2019 - Philosophical Review 128 (4):463-509.
    The paper offers a solution to the generality problem for a reliabilist epistemology, by developing an “algorithm and parameters” scheme for type-individuating cognitive processes. Algorithms are detailed procedures for mapping inputs to outputs. Parameters are psychological variables that systematically affect processing. The relevant process type for a given token is given by the complete algorithmic characterization of the token, along with the values of all the causally relevant parameters. The typing that results is far removed from the typings of folk (...)
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  • Applied Epistemology: Prospects and Problems.Søren Harnow Klausen - 2009 - Res Cogitans 6 (1).
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  • The Generality Problem Naturalized.Erik J. Olsson - unknown
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