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  1. Second‐Order Intensional Logic.M. J. Cresswell - 1972 - Mathematical Logic Quarterly 18 (19-20):297-320.
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  • Classical intensional logics.M. J. Cresswell - 1970 - Theoria 36 (3):347-372.
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  • Necessary limits to knowledge: unknowable truths.Richard Routley - 2010 - Synthese 173 (1):107-122.
    The paper seeks a perfectly general argument regarding the non-contingent limits to any (human or non-human) knowledge. After expressing disappointment with the history of philosophy on this score, an argument is grounded in Fitch’s proof, which demonstrates the unknowability of some truths. The necessity of this unknowability is then defended by arguing for the necessity of Fitch’s premise—viz., there this is in fact some ignorance.
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  • Provability as a deontic notion.Charles F. Kielkopf - 1971 - Theory and Decision 2 (1):1-15.
    The purpose of this paper is to mark a significant difference between classical and several non-classical prepositional calculi. The argument presupposes familiarity with Kripke/Hintikka semantics for modal logic. The non-classical systems are Hintikka's logic of belief and alethic modal systems which have Kripke/Hintikka semantics. The difference is marked by showing that the semantic validity operator in classical logic behaves as a normal alethic necessity-operator while the non-classical semantic validity operators behave as normal deontic ought-operators. The crucial step is showing that (...)
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  • The logic of 'being informed' revisited and revised.Patrick Allo - 2011 - Philosophical Studies 153 (3):417-434.
    The logic of ‘being informed’ gives a formal analysis of a cognitive state that does not coincide with either belief, or knowledge. To Floridi, who first proposed the formal analysis, the latter is supported by the fact that unlike knowledge or belief, being informed is a factive, but not a reflective state. This paper takes a closer look at the formal analysis itself, provides a pure and an applied semantics for the logic of being informed, and tries to find out (...)
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