Can a Turing Machine Know That the Gödel Sentence is True?
Journal of Philosophy 96 (10):525 - 532 (1999)
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Storrs McCall (1999). Can a Turing Machine Know That the Godel Sentence is True? Journal of Philosophy 96 (10):525-32.
Neil Tennant (2001). On Turing Machines Knowing Their Own Gödel-Sentences. Philosophia Mathematica 9 (1).
G. Sereny (2011). How Do We Know That the Godel Sentence of a Consistent Theory Is True? Philosophia Mathematica 19 (1):47-73.
Dale Jacquette (1987). Metamathematical Criteria for Minds and Machines. Erkenntnis 27 (July):1-16.
Justin Leiber (2006). Turing's Golden: How Well Turing's Work Stands Today. Philosophical Psychology 19 (1):13-46.
Panu Raatikainen (2002). McCall's Gödelian Argument is Invalid. Facta Philosophica 4 (1):167-69.
Saul A. Kripke (forthcoming). Another Approach: The Church-Turing ‘Thesis’ as a Special Corollary of Gödel’s Completeness Theorem. In B. J. Copeland, C. Posy & O. Shagrir (eds.), Computability: Gödel, Turing, Church, and beyond. MIT Press.
Peter Milne (2007). On Godel Sentences and What They Say. Philosophia Mathematica 15 (2):193-226.
Rosemarie Rheinwald (1991). Menschen, Maschinen Und Gödels Theorem. Erkenntnis 34 (1):1 - 21.
Justin Leiber (1995). On Turing's Turing Test and Why the Matter Matters. Synthese 104 (1):59-69.
Robert F. Hadley (2008). Consistency, Turing Computability and Gödel's First Incompleteness Theorem. Minds and Machines 18 (1).
Aurea Anguera de Sojo, Juan Ares, Juan A. Lara, David Lizcano, María A. Martínez & Juan Pazos (forthcoming). Turing and the Serendipitous Discovery of the Modern Computer. Foundations of Science:1-13.
Haim Gaifman (1992). Pointers to Truth. Journal of Philosophy 89 (5):223-261.
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