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  1. Fallibilism, Contextualism and Second‐Order Skepticism.Alexander S. Harper - 2010 - Philosophical Investigations 33 (4):339-359.
    Fallibilism is ubiquitous in contemporary epistemology. I argue that a paradox about knowledge, generated by considerations of truth, shows that fallibilism can only deliver knowledge in lucky circumstances. Specifically, since it is possible that we are brains‐in‐vats (BIVs), it is possible that all our beliefs are wrong. Thus, the fallibilist can know neither whether or not we have much knowledge about the world nor whether or not we know any specific proposition, and so the warrant of our knowledge‐claims is much (...)
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  • Getting It Right By Accident.Masahiro Yamada - 2010 - Philosophy and Phenomenological Research 83 (1):72-105.
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  • Deception and evidence.Nicholas Silins - 2005 - Philosophical Perspectives 19 (1):375–404.
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  • Close Error, Visual Perception, and Neural Phase: A Critique of the Modal Approach to Knowledge.Adam Michael Bricker - 2021 - Theoria 87 (5):1123-1152.
    The distinction between true belief and knowledge is one of the most fundamental in philosophy, and a remarkable effort has been dedicated to formulating the conditions on which true belief constitutes knowledge. For decades, much of this epistemological undertaking has been dominated by a single strategy, referred to here as the modal approach. Shared by many of the most widely influential constraints on knowledge, including the sensitivity, safety, and anti-luck/risk conditions, this approach rests on a key underlying assumption — the (...)
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  • Reasons, Rationalization, and Rationality.Erhan Demircioglu - 2021 - Philosophia 51 (1):113-137.
    In this paper, I provide an answer to the question “what is it for a reason to be the reason for which a belief is held?” After arguing against the causal account of the reason-for-which connection, I present what I call the rationalization account, according to which a reason R a subject S has for a belief P is the reason for which S holds P just in case R is the premise in S’s rationalization for P, where the argument (...)
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  • Reliabilism, the Generality Problem, and the Basing Relation.Erhan Demircioglu - 2019 - Theoria 85 (2):119-144.
    In “A well-founded solution to the generality problem,” Comesaña argues, inter alia, for three main claims. One is what I call the unavoidability claim: Any adequate epistemological theory needs to appeal, either implicitly or explicitly, to the notion of a belief’s being based on certain evidence. Another is what I call the legitimacy claim: It is perfectly legitimate to appeal to the basing relation in solving a problem for an epistemological theory. According to Comesaña, the legitimacy claim follows straightforwardly from (...)
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  • Internalism and epistemically responsible belief.John Greco - 1990 - Synthese 85 (2):245 - 277.
    In section one the deontological (or responsibilist) conception of justification is discussed and explained. In section two, arguments are put forward in order to derive the most plausible version of perspectival internalism, or the position that epistemic justification is a function of factors internal to the believer's cognitive perspective. The two most common considerations put forward in favor of perspectival internalism are discussed. These are the responsibilist conception of justification, and the intuition that two believers with like beliefs and experiences (...)
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  • Defining knowledge in terms of belief: The modal logic perspective.Joseph Y. Halpern, Dov Samet & Ella Segev - 2009 - Review of Symbolic Logic 2 (3):469-487.
    The question of whether knowledge is definable in terms of belief, which has played an important role in epistemology for the last 50 years, is studied here in the framework of epistemic and doxastic logics. Three notions of definability are considered: explicit definability, implicit definability, and reducibility, where explicit definability is equivalent to the combination of implicit definability and reducibility. It is shown that if knowledge satisfies any set of axioms contained in S5, then it cannot be explicitly defined in (...)
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