I have made my point clearly and you have ignored it. The practice of statistics is based on making inference about the relation between populations and sample or two or more different samples, which requires understanding that quantities calculated from a specific data set almost certainly will differ from quantities calculated from another data set even if it is taken from the same population. This therefore necessitates comprehending that making a statement about the data can only be done by considering how the sample statistic is distributed in a large number of similar experiments. That you seem not to think that the basis for the practice of statistics is somehow not important to how statistics are used implies a lack of knowledge about the subject. Simply stating this idea is not an ad hominem because it goes directly to the ability from true, valid, and sound argument about the the topic. In fact the questioning of knowledge and understanding is a tactic that has frequently been used against creationists on this board.
What makes it a valid strategy against creationism?
Your most recent ad-hominem was when you got baffled that I couldn't read your mind. No it isn't a valid strategy against creationism, though you are correct it is often applied. Lots of people make bad arguments on this forum that doesn't justify yours.
I was actually checking to see if I could find evidence that the statement I made could be corroborated by the scholarly literature for all kinds of statistics (both parametric and nonparamentric), and indeed it can for a wide variety of statistics, for example:
- the Anderson-Darling test
- the Friedman two-way analysis of variance
- Kendall's τ
- the Mann-Whitney U test
- the Wald-Wolfowitz runs test
You can link to statistics papers like the best of em. None of these papers show that there is anything inconsistent with modeling a system statistically and calling that system non-random. That is the claim you tried to make.
They certainly don't make the
specific claim that you make about evolution. So just linking a bunch of esoteric papers on statistics proves nothing. Well I take that back, it does seem to suggest that your claim that you were searching the literature is less than credible. If you had been searching the literature I would expect that you would either find some evidence that actually supports your claim. I guess it could also suggest that no one supports your claims.
Either way, you need to explain how the paper:
"On a Test of Whether one of Two Random Variables is Stochastically Larger than the Other" supports anything that you are saying. Remember, Mijo, we can't read your mind. If I could do that, I'd have won Randi's prize.
The above is a mischaracterization of my argument. Evolution by natural selection is random because it is possible, as Bennett and Lenski showed, to start with several nearly identical populations and expose them to identical environmental conditions and have them each experience a different change in fitness and, more importantly, a different trade-off in fitness.
Its a mis-characterization of your original argument, but not of the claim that
"it is therefore inconsistent to state that evolution by natural selection is non-random while making the assumptions of randomness necessary to perform any number of statistical hypothesis tests" It rebuts that claim directly.
What you are doing by switching back to the Bennett and Lenski paper is called shifting your argument. You lose one, then say you were actually talking about something else. However, since I already skewered you on that topic, I'll just provide a link to that post, and you can re-read why neither, Bennett, Lenski, or myself agree with you.
This is why the Bennett and Lenski disagree:
http://www.internationalskeptics.com/forums/showpost.php?p=3604464&postcount=448
This link is why your reanalysis of their paper is wrong:
http://www.internationalskeptics.com/forums/showpost.php?p=3605728&postcount=471
If you're going to shift your argument, then please shift it to something we haven't talked about before, otherwise you're jumping out of the frying pan and into the fire.
Your analogy to the Monty Hall problem seems porrly formed, because the the probabilities in the Monty Hall problem are known to arise directly and solely from the contestant's lack of knowledge of the initial arrangement, while it is far from certain that the perceived randomness in evolution by natural selection arise solely from our lack of complete knowledge of the initial conditions.
That demonstrates my point exactly. The random variables model a system in the Monty Hall problem yet the system is still deterministic. When statistics are used in empirical sciences we have no
a priori knowledge about whether the statistics are modeling our lack of complete knowledge or some fundamental randomness. Thus it is not inconsistent, to model a system using random variables but still claim the system is non-random.
As to whether "...it is far from certain that the perceived randomness in evolution by natural selection arise solely from our lack of complete knowledge of the initial conditions." That is exactly the subject we've been discussing and your retreat on every other front suggests that its outcome is more certain than you'd like to believe.
My example supports my point, I'm sorry it doesn't support your point, but the day I start using examples that support other peoples' claims is probably the day I need to take a break from JREF.