Re: Possible proof of Gabriel's Theorem?
From: David C. Ullrich (ullrich_at_math.okstate.edu)
Date: 03/10/05
- Next message: nkbjvg: "Re: What is Truth?"
- Previous message: David C. Ullrich: "Re: Ullrich the Mathematician!"
- In reply to: Jason: "Re: Possible proof of Gabriel's Theorem?"
- Next in thread: Angus Rodgers: "Re: Possible proof of Gabriel's Theorem?"
- Reply: Angus Rodgers: "Re: Possible proof of Gabriel's Theorem?"
- Messages sorted by: [ date ] [ thread ]
Date: Thu, 10 Mar 2005 08:25:19 -0600
On 9 Mar 2005 18:57:37 -0800, "Jason" <logamath@yahoo.com> wrote:
>> Uh, right. The integral of f involves riemann sums involving f.
>> The integral of g would involve riemann sums that have g in them.
>> I wonder what the riemann sums approximating the integral of
>> f' would look like? Hint: they have f' in them.
>
>The mean value theorem has f and the integral has f'.
>Hint: Gabriel's theorem links the two!
I don't know why you're still talking about Gabriel's
"theorem". It's simply _false_ - there have been at least
two counterexamples posted in the last day or so.
>Huh?
>
>Jason Wells
************************
David C. Ullrich
- Next message: nkbjvg: "Re: What is Truth?"
- Previous message: David C. Ullrich: "Re: Ullrich the Mathematician!"
- In reply to: Jason: "Re: Possible proof of Gabriel's Theorem?"
- Next in thread: Angus Rodgers: "Re: Possible proof of Gabriel's Theorem?"
- Reply: Angus Rodgers: "Re: Possible proof of Gabriel's Theorem?"
- Messages sorted by: [ date ] [ thread ]