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In 2020 I published a book entitled Gödel's God Theorem,
named for the Gödel-Scott Ontological Argument or, as I refer to it
in the book, the Gödel-Scott System (GSS). But as a matter of actual fact,
the book showcases four interlinking Leibnizian arguments for the
necessary and unique existence of God. I say "unique" because it is
fairly easy to derive a monotheism theorem from GSS.
The four arguments in the book are as follows:
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GSS. A formalization of Leibniz's Ontological Argument
(LOA) that axiomatizes a monadological notion of positiveness,
where a positive property appears to be a conjunction of
Leibnizian perfections.
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◇-Cosmological Argument (◇CA). My streamlined version of
Leibniz's Cosmological Argument (LCA).
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A Possible Worlds Argument (PWA). An ingenious little
argument taken directly from Leibniz.
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A Diagonal Eternal Truths Argument (DETA). My own invention
that combines, on the one hand, Cantorian diagonalization and
Gödelian incompleteness and, on the other hand, Leibniz's Eternal
Truths Argument.
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