The Global/Local Distinction Vindicates Leibniz’s Theodicy

The essential idea of Leibniz's Theodicy has become one of the organizing themes of modern mathematics. Many phenomena are possible locally but for purely mathematical reasons impossible globally. For example, it is possible to build a spiral staircase that is rising at any given point, but not...

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Bibliographic Details
Main Author: Franklin, James (Author)
Format: Electronic Article
Language:English
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Published: Routledge 2022
In: Theology and science
Year: 2022, Volume: 20, Issue: 4, Pages: 445-462
IxTheo Classification:NBC Doctrine of God
NBD Doctrine of Creation
Further subjects:B local and global
B sceptical theism
B Leibniz
B Theodicy
B problem of evil
Online Access: Volltext (kostenfrei)
Description
Summary:The essential idea of Leibniz's Theodicy has become one of the organizing themes of modern mathematics. Many phenomena are possible locally but for purely mathematical reasons impossible globally. For example, it is possible to build a spiral staircase that is rising at any given point, but not one that is rising at all points and comes back to where it started. The necessity is mathematically provable, so not subject to exception by divine power. Modern mathematics vindicates Leibniz's theory that, contrary to what we think we can imagine, there is no possible world better than this one.
ISSN:1474-6719
Contains:Enthalten in: Theology and science
Persistent identifiers:DOI: 10.1080/14746700.2022.2124481