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The Case for Infallibilism

In C. Penco, M. Vignolo, V. Ottonelli & C. Amoretti (eds.), Proceedings of the 4th Latin Meeting in Analytic Philosophy. Genoa: University of Genoa. pp. 59-84 (2007)

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  1. Pragmatic infallibilism.Brian Kim - 2023 - Asian Journal of Philosophy 2 (2):1-22.
    Infallibilism leads to skepticism, and fallibilism is plagued by the threshold problem. Within this narrative, the pragmatic turn in epistemology has been marketed as a way for fallibilists to address the threshold problem. In contrast, pragmatic versions of infallibilism have been left unexplored. However, I propose that going pragmatic offers the infallibilist a way to address its main problem, the skeptical problem. Pragmatic infallibilism, however, is committed to a shifty view of epistemic certainty, where the strength of a subject’s epistemic (...)
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  • Skepticism and the acquisition of “knowledge”.Shaun Nichols & N. Ángel Pinillos - 2018 - Mind and Language 33 (4):397-414.
    Do you know you are not being massively deceived by an evil demon? That is a familiar skeptical challenge. Less familiar is this question: How do you have a conception of knowledge on which the evil demon constitutes a prima facie challenge? Recently several philosophers have suggested that our responses to skeptical scenarios can be explained in terms of heuristics and biases. We offer an alternative explanation, based in learning theory. We argue that, given the evidence available to the learner, (...)
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  • Theories of Providence and Creation.Jonathan L. Kvanvig - 2013 - Res Philosophica 90 (1):49-67.
    Einstein was notoriously confident that God doesn’t play dice with the universe. Perhaps it is a confidence born of a deeper modal presumption: that Godcouldn’t play dice with the universe. If so, such confidence almost certainly disappoints. Even if God doesn’t play dice with the universe, he might. Thus arises the issue here addressed: what implications does this datum have for a proper understanding of divine providence? My interest is in theories that aim to present complete theories of providence, ones (...)
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  • No Infelicity for the Infallibilist.Giada Fratantonio - 2021 - Theoria (5):1307-1321.
    According to Probability 1 Infallibilism (henceforth, Infallibilism), if one knows that p, then the probability of p given one’s evidence is 1. Jessica Brown (2018, 2013) has recently argued that Infallibilism leads to scepticism unless the infallibilist also endorses the claim that if one knows that p, then p is part of one’s evidence for p. By doing that, however, the infalliblist has to explain why it is infelicitous to cite p as evidence for itself. And yet, the infallibilist doesn’t (...)
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  • Infallibilism and Easy Counter-Examples.Alex Davies - 2018 - Grazer Philosophische Studien 95 (4):475-499.
    Infallibilism is commonly rejected because it is apparently subject to easy counter-examples. I describe a strategy that infallibilists can use to resist this objection. Because the sentences used in the counter-examples to express evidence and belief are context-sensitive, the infallibilist can insist that such counter-examples trade on a vacillation between different readings of these sentences. I describe what difficulties await those who try to produce counter-examples against which the proposed strategy is ineffective.
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  • Could knowledge-talk be largely non-literal?Julianne Chung - 2018 - Episteme 15 (4):383-411.
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  • Scepticism, Infallibilism, Fallibilism.Tim Kraft - 2012 - Discipline Filosofiche 22 (2):49-70.
    The relation of scepticism to infallibilism and fallibilism is a contested issue. In this paper I argue that Cartesian sceptical arguments, i.e. sceptical arguments resting on sceptical scenarios, are neither tied to infallibilism nor collapse into fallibilism. I interpret the distinction between scepticism and fallibilism as a scope distinction. According to fallibilism, each belief could be false, but according to scepticism all beliefs could be false at the same time. However, to put this distinction to work sceptical scenarios have to (...)
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