The Failure of the Multiverse Hypothesis as a Solution to the Problem of No Best World

The multiverse hypothesis is growing in popularity among theistic philosophers because some view it as the preferable way to solve certain difficulties presented by theistic belief. In this paper, I am concerned specifically with its application to Rowe’s problem of no best world, which suggests tha...

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Bibliographic Details
Main Author: Johnson, David Kyle (Author)
Format: Electronic Article
Language:English
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Published: Springer Netherlands 2014
In: Sophia
Year: 2014, Volume: 53, Issue: 4, Pages: 447-465
Further subjects:B Proper classes
B The problem of multiverse cardinality
B William Rowe
B Cardinality
B The multiverse hypothesis
B Georg Cantor
B The problem of no highest standard
B Greatest possible universe
B Cardinality of the multiverse
B Multiverse
B Problem of no best world
B Greatest possible world
B Klaas Kraay
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Description
Summary:The multiverse hypothesis is growing in popularity among theistic philosophers because some view it as the preferable way to solve certain difficulties presented by theistic belief. In this paper, I am concerned specifically with its application to Rowe’s problem of no best world, which suggests that God’s existence is impossible given the fact that the world God actualizes must be unsurpassable, yet for any given possible world, there is one greater. I will argue that, as a solution to the problem of no best world, the multiverse hypothesis fails. To defend my thesis, I will first define the multiverse hypothesis and articulate the problem of no best world and how the multiverse hypothesis is thought to solve it. I will then show that the solution fails by articulating two problems that have been mentioned, but not developed, in the literature—what I call the problem of no highest standard and the problem of multiverse cardinality. In each case, after articulating the problem, I will offer possible responses to the problem and show why those responses are inadequate.
ISSN:1873-930X
Contains:Enthalten in: Sophia
Persistent identifiers:DOI: 10.1007/s11841-013-0397-6