RE: Do you believe in god or math?
September 30, 2011 at 8:51 am
(This post was last modified: September 30, 2011 at 8:56 am by The Grand Nudger.)
Induction is a problem of logic, and a disputed one at that. It doesn't seem to prevent the machines we build from functioning does it. In any code, the numbers used are agreed on in the key, so your analogy is again insufficient, because this is exactly what the numbers themselves are in the first place. An agreed upon set of symbols. Again, if the numbers were subjective, the key would mean nothing, the code would be undecipherable.
Actually, I think this a great analogy for your current position. You apparently do not have the key, and so numbers appear, to you, to be subjective and undecipherable. Have you noticed that the only way you've been able to provide examples that numbers are subjective is by introducing a ton of other objects into your analogies? You are confusing yourself.
Actually, I think this a great analogy for your current position. You apparently do not have the key, and so numbers appear, to you, to be subjective and undecipherable. Have you noticed that the only way you've been able to provide examples that numbers are subjective is by introducing a ton of other objects into your analogies? You are confusing yourself.
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