Isn't this pretty much (with the math) a more complicated restatement of Anselm's argument? Calling Dr. Tom Pearson!
Not Tom, but yes.
Say what? Things are only "yes" -- positive, affirmative, agreeable, pleasant, smiley-face-abundant -- if they're "not Tom"? What's that supposed to mean? I thought we were on a new regimen of "civility" around here. This is not nice.
But I'm above all that (sniff). So let me just say that my good Pops, Pr. Ken Kimball, has learned his ancient lessons well. What Gödel offered was a logical
reductio of Anselm's argument. To wit:
On the upside, this argument is perfect, as far as it goes. Despite a millennia of nay-sayers, no one has ever found a defeater for this argument for the existence of God (the whimsy of Douglas Adams, thankfully, aside). If you're looking for an argument for God's existence that has never been knocked out, and you are willing to accept the assumption that God's existence can be deduced strictly from a definition of God (whether linguistic or mathematical) alone, this is your ticket.
On the downside, this argument doesn't go very far. It only shows that something matching this definition of God must necessarily exist. It doesn't say that "something" is a designer, a creator, or a redeemer; omnipotent, omniscient, omnibenevolent, or all-good; personal or impersonal; a unity or a Trinity; Jehovah, Allah, Waheguru, or the Flying Spaghetti Monster (beloved of Pastafarians). The argument only shows that a Being corresponding to the definition must exist, and not much more. You gets what you pays for.
Tom Pearson