A Rasmussen and Godel Inspired Ontological Argument

I recently came upon a phenomenal talk by Josh Rasmussen where he presents a novel ontological argument (see here: https://www.youtube.com/watch?v=hQ3ipEeIiRM&t=2628s). I’ll just present my own variation on his argument with a few tweaks. 


1. No positive property entails a negative property.

2. Absolute perfection does not entail any negative properties.

3. Absolute perfection is positive.

4. Impossible properties, necessarily, entail every property.

5. Therefore, absolute perfection is possible (since it doesn’t entail any negative properties and so it doesn’t entail every property).

6. Since absolute perfection is possibly exemplified (from 5), it is actually exemplified (since absolute perfection includes necessary existence).


Comments

Post a Comment

Popular posts from this blog

In Defense of the Proof of God in De Ente et Essentia: A Response to Existential Inertia

A Brief Explication of the De Ente Proof

Some Thoughts on the Identity of Indiscernibles