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Subject: Re: DB just another program

Author: Ernst A. Heinz

Date: 22:49:31 01/26/00

Go up one level in this thread

On January 27, 2000 at 01:42:46, Jeremiah Penery wrote:
>
>And if you have to increase the speed exponentially just to see any gain at
>all, that's still diminishing returns compared to the
>"2x speed = 50 Elo point gain" equation.

But "2x (2x ...(2x speed) ...)" is an exponential speed increase.

=Ernst=

• Re: DB just another program Ernst A. Heinz 23:02:24 01/26/00
  • Re: DB just another program Jeremiah Penery 23:45:39 01/26/00
    • Re: DB just another program Tim Mirabile 12:33:44 01/27/00
      • Re: DB just another program walter irvin 10:33:08 01/28/00
        • Re: DB just another program Dann Corbit 11:52:17 01/28/00
      • Re: DB just another program Timothy J. Frohlick 14:13:34 01/27/00
        • Re: DB just another program Dann Corbit 14:27:04 01/27/00
          • Re: DB just another program Timothy J. Frohlick 15:12:46 01/27/00
            • Re: DB just another program Tom Kerrigan 16:30:53 01/27/00
            • Re: DB just another program Dann Corbit 15:29:37 01/27/00
      • Re: DB just another program Dann Corbit 14:08:49 01/27/00
        • Re: DB just another program Tim Mirabile 15:00:41 01/27/00
    • Re: DB just another program Ernst A. Heinz 07:06:04 01/27/00
      • Re: DB just another program Jeremiah Penery 10:38:08 01/27/00
        • A ratio of exponentials Dann Corbit 11:31:59 01/27/00
          • Re: A ratio of exponentials Jeremiah Penery 14:37:05 01/27/00
            • Re: A ratio of exponentials Dann Corbit 14:40:45 01/27/00
              • Re: A ratio of exponentials Jeremiah Penery 15:24:30 01/27/00
                • Re: A ratio of exponentials Dann Corbit 15:31:09 01/27/00
                  • Re: A ratio of exponentials Jeremiah Penery 16:25:40 01/27/00
                    • Re: A ratio of exponentials Dann Corbit 17:01:55 01/27/00
                      • Re: A ratio of exponentials Jeremiah Penery 17:27:03 01/27/00
                        • Re: A ratio of exponentials Dann Corbit 17:36:30 01/27/00
                          • Re: A ratio of exponentials Stephen A. Boak 22:54:01 01/28/00
                          • Re: A ratio of exponentials Jeremiah Penery 01:21:39 01/28/00

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