Re: Calculus XOR Probability
- From: Virgil <vmhjr2@xxxxxxxxxxx>
- Date: Thu, 20 Apr 2006 17:23:20 -0600
In article <MPG.1eadc4e1cc196b0298ac38@xxxxxxxxxxxxxxxxxxxxxxxxx>,
Tony Orlow <aeo6@xxxxxxxxxxx> wrote:
imaginatorium@xxxxxxxxxxxxx said:
Tony Orlow wrote:
imaginatorium@xxxxxxxxxxxxx said:<snip>
Actually, I DID define all finite reals in terms of a few
non-circular rules:
1) 0<x<=1 -> finite(x) 2) finite(x) -> finite(0-x) 3) finite(x)
-> finite(1/x) 4) finite(x) -> finite(2^x) (optional)
Infinite values are then defined as being larger than any finite
value, in absolute terms. So, it's not really circular, but not
fully finished. I'm not sure I am comfortable that this part is
complete. Sorry. I'm considering a number of things involved in
this. Suggestions? Comments?
Yes. READ A BOOK. If you had the first clue how real mathematics is
done, you might have a chance of representing what ideas you have
in an understandable way. In particular the rules above simply
assume that all the "numbers" you want are already there, and you
merely say things about how they relate to each other.
The rules above are about distinguishing the finite from the
infinite, once the concept of numbers is established.
But TO is quite incapable of establishing a workable concept of numbers
by himself. And if he uses someone else's, it won't work the way he
needs it to.
.
- References:
- Re: Calculus XOR Probability
- From: cbrown
- Re: Calculus XOR Probability
- From: Han . deBruijn
- Re: Calculus XOR Probability
- From: *** T. Winter
- Re: Calculus XOR Probability
- From: Tony Orlow
- Re: Calculus XOR Probability
- From: imaginatorium
- Re: Calculus XOR Probability
- From: Tony Orlow
- Re: Calculus XOR Probability
- From: imaginatorium
- Re: Calculus XOR Probability
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