Paul C. Anagnostopoulos
Nap, interrupted.
- Joined
- Aug 3, 2001
- Messages
- 19,141
But, of course, other parameters are not known.Kleinman said:Ev shows that when known measured values for mutation rates and known measured genome lengths are used, ...
There is no Theory of Macroevolution by Random Point Mutations and Natural Selection," except in your cache of imaginary theories.... the number of generations required to evolve only 16 binding sites because huge, far too large to support the theory of macroevolution by random point mutations and natural selection.
The hell with parameters, you're making up a theory that no biologist would agree with.Which parameters am I setting that no biologist would agree with?
I posted the entire quote:Well why don’t you do this series and put yourself out of this misery and show my arguments to be wrong? Why is it that every time you call me a liar, you never post my quote where I’m lying?
Kleinman said:Feel free to extrapolate, but be prepared to verify your extrapolation. We both know that the reason why you won’t run a larger genome in this series is that you will encounter your Rcapacity problem. You can be such a sneak sometimes.
It's a lot higher than that. I'm repeating the 1 million population run now using the Pascal version.My estimate for the time to compute 1 generation for the 2 meg population case on my 2.8GHz computer was between 20-30 minutes using the Pascal version. Perhaps you can use Delphi’s suggestion to increase the memory for your Java version in order to run this case but the memory requirement is going to be about 600Mbytes.
Or your extrapolation that something prevents the generation count from decreasing as the population increases? Just be prepared to prove your extrapolations are accurate.I didn’t say extrapolation was allowed, just be prepared to prove your extrapolations are accurate. For example, Dr Schneider’s extrapolation that a human genome could evolve in a billion years based on the rate of information acquisition on a 256 base genome and a mutation rate of 1 mutation per 256 bases per generation.
~~ Paul