Re: does sqrt(2) exist in CM?
From: rich burge (r3769_at_aol.com)
Date: 02/06/05
- Next message: Xevious: "Zeros of a Polynomial: Why do we care?"
- Previous message: Mark Atherton: "Re: JSH: 3-d, myprime counting function"
- In reply to: David C. Ullrich: "Re: does sqrt(2) exist in CM?"
- Next in thread: examachine_at_gmail.com: "Re: does sqrt(2) exist in CM?"
- Messages sorted by: [ date ] [ thread ]
Date: 6 Feb 2005 14:19:14 -0800
David C. Ullrich wrote:
>
> *&%#, you've sucked me into it. Ok, I'll ask: exactly what
> is a "random real"?
>
A real number with no finite or periodic representation?
Rich
- Next message: Xevious: "Zeros of a Polynomial: Why do we care?"
- Previous message: Mark Atherton: "Re: JSH: 3-d, myprime counting function"
- In reply to: David C. Ullrich: "Re: does sqrt(2) exist in CM?"
- Next in thread: examachine_at_gmail.com: "Re: does sqrt(2) exist in CM?"
- Messages sorted by: [ date ] [ thread ]
Relevant Pages
|