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Response to Gettings

Analysis 60 (4):363-367 (2000)

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  1. Godelian ontological arguments.G. Oppy - 1996 - Analysis 56 (4):226-230.
    This paper aims to show that Godel's ontological argument can be parodied in much the same kind of way in which Gaunilo parodied Anselm's Proslogion argument. The parody in this paper fails; there is a patch provided in "Reply to Gettings" (Analysis 60, 4, 2000, 363-7).
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  • The Facts of Causation.D. H. Mellor - 1995 - Mind 107 (428):855-875.
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  • The Facts of Causation.D. H. Mellor - 1995 - Philosophical Quarterly 48 (193):550-552.
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  • Equally effective causes.D. H. Mellor - 2000 - Analysis 60 (1):71–73.
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  • Equally Effective Causes.D. H. Mellor - 2000 - Analysis 60 (1):71-73.
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  • Mellor on causes, chances and degrees of effectiveness.Penelope Mackie - 2000 - Analysis 60 (1):63–71.
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  • Mellor on Causes, Chances and Degrees of Effectiveness.P. Mackie - 2000 - Analysis 60 (1):63-71.
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  • The Facts of Causation.I. Hinkfuss & D. H. Mellor - 1997 - Philosophical Books 38 (1):1-11.
    Everything we do relies on causation. We eat and drink because this causes us to stay alive. Courts tell us who causes crimes, criminology tell us what causes people to commit them. D.H. Mellor shows us that to understand the world and our lives we must understand causation. The Facts of Causation , now available in paperback, is essential reading for students and for anyone interested in reading one of the ground-breaking theories in metaphysics. We cannot understand the world and (...)
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  • On gödel's ontological proof.A. P. Hazen - 1998 - Australasian Journal of Philosophy 76 (3):361 – 377.
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  • Godel's ontological argument: a reply to Oppy.Michael Gettings - 1999 - Analysis 59 (4):309-313.
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  • Some Emendations of Gödel's Ontological Proof.C. Anthony Anderson - 1990 - Faith and Philosophy 7 (3):291-303.
    Kurt Gödel’s version of the ontological argument was shown by J. Howard Sobel to be defective, but some plausible modifications in the argument result in a version which is immune to Sobel’s objection. A definition is suggested which permits the proof of some of Godel’s axioms.
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