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The Problem of No Best World

In Charles Taliaferro, Paul Draper & Philip L. Quinn (eds.), A Companion to Philosophy of Religion. Oxford, UK: Wiley‐Blackwell. pp. 482–490 (2010)

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  1. Infinite Value and the Best of All Possible Worlds.Nevin Climenhaga - 2018 - Philosophy and Phenomenological Research 97 (2):367-392.
    A common argument for atheism runs as follows: God would not create a world worse than other worlds he could have created instead. However, if God exists, he could have created a better world than this one. Therefore, God does not exist. In this paper I challenge the second premise of this argument. I argue that if God exists, our world will continue without end, with God continuing to create value-bearers, and sustaining and perfecting the value-bearers he has already created. (...)
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  • Creation, Actualization and God's Choice Among Possible Worlds.Klaas J. Kraay - 2008 - Philosophy Compass 3 (4):854-872.
    God is traditionally understood to be a perfect being who is the creator and sustainer of all that is. God's creative and sustaining activity is often thought to involve choosing a possible world for actualization. It is generally said that either there is (a) exactly one best of all possible worlds, or there are (b) infinitely many increasingly better worlds, or else there are (c) infinitely many unsurpassable worlds within God's power to actualize. On each view, critics have offered arguments (...)
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  • Using Wormholes to Solve the Problem of Evil.Nikk Effingham - 2021 - Theologica 5 (1):100-125.
    The Multiverse Response to the problem of evil has it that God made our universe because God makes every universe meeting a certain standard. The main problem for that response is that there’s no explanation for why God didn’t just keeping making duplicates of perfect universes. This paper introduces the ‘Multiactualities Response’, which says that God actualises every possible world that meets a certain standard of value. It avoids the corresponding problem about duplication because different propositions must always be true (...)
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