Angel
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- Joined
- May 3, 2017
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Proof of God
1. Whatever exists, can exist. (axiom: actuality implies possibility)
2. Whatever must exist, exists. (axiom: necessity implies actuality)
3. Whatever must exist, can exist. (axiom: necessity implies possibility)
4. If God exists, God must exist. (definition)
5. Either God must exist or God must not exist. (law of thought)
6. It is not the case that God must not exist. (negation of impossibility)
7. Therefore, God must exist. (from 5 and 6)
8. If God must exist, then God can exist. (from 3 and 7)
9. If God can exist, then God exists. (from converse of definition and 1)
10. God can exist. (from 3 and 7)
11. Therefore God exists. (from 9 and 10)
This is a modal argument in simple direct English answering the skeptical challenge to provide a proof of God's existence.
The author of the proof welcomes comment and good-faith engagement.
The author of the proof welcomes comment and good-faith engagement.