Abstract
We argue that there is no metaphysically possible world with two or more omnipotent beings, due to the potential for conflicts of will between them. We reject the objection that omnipotent beings could exist in the same world when their wills could not conflict. We then turn to Alfred Mele and M.P. Smith’s argument that two coexisting beings could remain omnipotent even if, on some occasions, their wills cancel each other out so that neither can bring about what they intend. We argue that this argument has an absurd consequence, namely having to regard an utterly powerless being as omnipotent.
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References
Al-Ghazali (1965). Al-Ghazali’s Tract on Dogmatic Theology. (trans: Tibawi A.L.) London: Luzac.
Cudworth R. (1678). The true intellectual system of the universe (Vol. 1). London, Richard Royston
Duns, S. Ordinatio, 1.2.1.3, n. 181, quoted In R Cross. (1999). Duns Scotus. New York: Oxford University Press.
Hughes G.J. (1995). The nature of God. London, Routledge
Mele A., Smith M.P. (1988). The new paradox of the stone. Faith and Philosophy, 5, 283–290
Morris T.V. (1991). Our Idea of God. South Bend, University of Notre Dame Press
Plantinga A. (1967). God and Other Minds. Ithica, Cornell University Press
Taliaferro C. (1998). Contemporary philosophy of religion. Oxford, Blackwell
Wainwright, W. (2005). Monotheism. In the Stanford Encyclopedia of Philosophy.
Wierenga E. (1989). The nature of God. Ithica, Cornell University Press
William of Ockham (1978). Whether it can be proved by natural reason that God is one. Quodlibet Septem (trans: Urban L.) In L. Urban & D. N. Walton (Eds.), The Power of God. New York: Oxford University Press.
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Baillie, J., Hagen, J. There cannot be two omnipotent beings. Int J Philos Relig 64, 21–33 (2008). https://doi.org/10.1007/s11153-007-9152-7
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DOI: https://doi.org/10.1007/s11153-007-9152-7