Definitions of God and their Logical Consistency

The purpose of this article is to verify the possibility of writing in a formal language the so-called 'ontological' proofs of the existence of God of Anselm and Descartes. To this end, the author constructs a class of models in which the definition can be described in a consistent way. He...

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Bibliographic Details
Published in:Ephemerides theologicae Lovanienses
Main Author: Mccarty, Charles (Author)
Format: Electronic Article
Language:English
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Published: Peeters 2023
In: Ephemerides theologicae Lovanienses
Year: 2023, Volume: 99, Issue: 2, Pages: 353-367
Standardized Subjects / Keyword chains:B Descartes, René 1596-1650 / Anselm, Canterbury, Erzbischof, Heiliger 1033-1109 / Proof of God's existence / Boolean algebra
RelBib Classification:KAE Church history 900-1300; high Middle Ages
KAH Church history 1648-1913; modern history
NAB Fundamental theology
VB Hermeneutics; Philosophy
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Summary:The purpose of this article is to verify the possibility of writing in a formal language the so-called 'ontological' proofs of the existence of God of Anselm and Descartes. To this end, the author constructs a class of models in which the definition can be described in a consistent way. Hence he transcribes the idea of degrees of being into a Boolean algebra.
ISSN:1783-1423
Contains:Enthalten in: Ephemerides theologicae Lovanienses
Persistent identifiers:DOI: 10.2143/ETL.99.2.3291850