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Pooh-Bah
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Pooh-Bah
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d'uh, please endure the confusion of an ancient curmudgeon evidently stepping to the brink of senility, I just glanced at my typewriter. Given the inability of his minions to adequately deal with the superscript, to make room for the ^ I see that Bill has moved the underline from above the 6 to just-to-the-right of the zero
dalehileman
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Dale, it's not the upper limit of all numbers, it's the upper limit on the answer to a specific mathematical question. I think G's number is G(63), but G's notation can be used on any integer. Surely G(99) > G(63), but G(63) is useful because it says that the answer to a specific question cannot be greater than that.
This kind of this is very useful in general in computer science and operations research, for example, although I've never had occasion to use any numbers quite this big. I just have a very vague awareness that there are people looking at much bigger problem spaces.
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Pooh-Bah
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Pooh-Bah
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dalehileman
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Carpal Tunnel
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Carpal Tunnel
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Quote:
... G(63) is useful because it says that the answer to a specific question cannot be greater than that.
So what's the question for which G(42) is the answer?
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enthusiast
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enthusiast
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Quote:
Quote:
... G(63) is useful because it says that the answer to a specific question cannot be greater than that.
So what's the question for which G(42) is the answer?
(G)Life, (G)the Universe, and (G)Everything. "Gee", he said with exasperation.
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enthusiast
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enthusiast
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Is this what is known as "The G spot?"
"I am certain there is too much certainty in the world" -Michael Crichton
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Carpal Tunnel
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Carpal Tunnel
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number of angels that can dance on the head of a pin = G(googolplex) ^ G(aleph sub null)
Ceci n'est pas un seing.
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Carpal Tunnel
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Carpal Tunnel
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What about the angels that don't dance? how do we count them?
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Pooh-Bah
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Pooh-Bah
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Careful there Helen, you're skirting a religious issue
dalehileman
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Carpal Tunnel
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Quote:
What about the angels that don't dance? how do we count them?
If I can't dance, I don't want to be part of your revolution.
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