Recent epistemological literature features compelling and novel arguments for thinking that an agent can rationally believe each member of a set of propositions while knowing that one of the members is false. Perhaps more provocatively, these proponents of "Rational Inconsistency," as it were, claim that it’s also possible to know each true member of the set while knowing that one of the members is false. Call this "Knowledgeable Inconsistency." In this article, I explain why, if Knowledgeable I…
Read moreRecent epistemological literature features compelling and novel arguments for thinking that an agent can rationally believe each member of a set of propositions while knowing that one of the members is false. Perhaps more provocatively, these proponents of "Rational Inconsistency," as it were, claim that it’s also possible to know each true member of the set while knowing that one of the members is false. Call this "Knowledgeable Inconsistency." In this article, I explain why, if Knowledgeable Inconsistency is true, then, on pain of an absurd implication about how confirmation works, we should reject non-skeptical Infallibilism about knowledge. For that same reason, the recent proponents of Rational Inconsistency should also reject non-skeptical Infallibilism.