Truth, omniscience, and Cantorian arguments: An exchange
Philosophical Studies 71 (3):267 - 306 (1993)
| Abstract | Suppose there were a set T of all truths, and consider all subsets of T --all members of the power set T. To each element of this power set will correspond a truth. To each set of the power set, for example, a particular truth T1 either will or will not belong as a member. In either case we will have a.. | |||||||||
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Nikolaj Jang Lee Linding Pedersen & Douglas Edwards (2011). Truth as One(s) and Many: On Lynch's Alethic Functionalism1. Analytic Philosophy 52 (3):213-230.
Peter Roeper (2010). Reasoning with Truth. Journal of Philosophical Logic 39 (3).
George Boolos (1997). Constructing Cantorian Counterexamples. Journal of Philosophical Logic 26 (3):237-239.
Laureano Luna (2012). Grim's Arguments Against Omniscience and Indefinite Extensibility. International Journal for Philosophy of Religion 72 (2):89-101.
John F. Post (2003). Omniscience, Weak PSR, and Method. Philo 6 (1):33-48.
John Post (2003). Omniscience, Weak PSR, and Method. Philo: A Journal of Philosophy 6 (1):33-48.
Patrick Grim & Alvin Plantinga (1993). ``Truth, Omniscience and Cantorian Arguments: An Exchange&Quot. Philosophical Studies 71:267-306.
Patrick Grim (1990). On Omniscience and a 'Set of All Truths': A Reply to Bringsjord. Analysis 50 (4):271 - 276.
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