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#133 | |
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Dec 2008
Boycotting the Soapbox
24·32·5 Posts |
Quote:
http://moses.creighton.edu/JRS/2005/...1.html#figures If you remove the outliers USA and Portugal (or use a more robust non-parametric estimator) then correlation disappears for homicides (Figure 2). Obviously there is something about the USA and Portugal that's different, which is precisely NOT explained by how often people pray every week. IIRC the conditional probabilities of race and homicide in the USA, differ by up to a factor of 20... So, the authors did pick cherries to support their claim: any good statistician would have excluded the USA and P. Other gripes: (the more !!!!! the more ironic...) Figure 1: Call Stockholm!!!!! The more you believe in god, are less likely you are to accept evolution as a fact. Surprise!!!!!! Figure 3: Australians are totally suicidal!!! Must be the beer they drink!!!! They would be much better off if they went to church more often!!! Or less!!! Or moved to Great Britain!!! Figure 4: (under 5 mortality). Looks like believing in God kills your babies, doesn't it? Well, as soon as you adjust for poverty, then that correlation disappears, too. Jackpot: Figure 8: totally positive correlation between belief in god and abortions!! Man, those religious chicks really sure like getting those abortions!!!!!!!! Bonus!!! Bonus!!! Bonus!!! Figure 9 (teenage pregnancies):Those religious chicks really like getting laid, too!!!! No wonder they're getting all those abortions!!!!<shift>1!!! Conclusion: The study is useless. Thank cheesehead for wasting everybody's time. Last fiddled with by __HRB__ on 2009-07-27 at 05:43 |
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#134 |
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Dec 2008
Boycotting the Soapbox
24·32·5 Posts |
Save your empathy for the ones with smart parents, who do everything to discover new tricks, which improves the odds for everybody, but who's child still doesn't make it to adulthood.
Unfortunately, stupidity is hereditary. That the child wouldn't have been a Darwinian dud like her parents is wishful thinking. And as there is currently no shortage of human life: good riddance! |
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#135 |
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"Richard B. Woods"
Aug 2002
Wisconsin USA
22·3·641 Posts |
Folks,
Let me point out a certain commonality in recent accusations that the article I cited was biased, deficient, misused statistics, "cherry-picked" data by not including certain other countries, used inappropriate divisions (nations, instead of smaller units such as regions or states), "cherry-picked" data by omitting events in the more distant past, and used a sample size that was "too small". Each of those accusations could have been avoided, I think, by carefully reading the article's title and other statements of scope. One of the reasons I had such a hard time understanding the accusations is that I assumed, at first, that the accuser had done so. If you're not used to reading scientific articles, let me give you a couple of hints: 1. Carefully read the title. 2. Carefully read the paragraphs that describe the scope of the article. A scientific presentation needs to define its scope and stick to it. That's one of the ways that science avoids making errors: by adhering to well-defined bounds when making statements. That isn't to say that wondering about a wide variety of things, letting ones imagination go free, and so forth is unscientific. Those things are fine, even essential, for getting inspirations and making serendipitous discoveries. But when it comes time to present ones results or draw conclusions, one needs to define the bounds (scope) within which those results or conclusions are valid. To criticize a scientific study/article on the grounds that it didn't go beyond its stated scope is to either (a) misunderstand how science avoids errors by not doing so, or (b) have been careless about noting the scope in the first place. Last fiddled with by cheesehead on 2009-07-27 at 13:24 |
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#136 | ||
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Dec 2008
Boycotting the Soapbox
2D016 Posts |
Quote:
A quick google tells us that the author is infamous enough to have generated a wikipedia entry: http://en.wikipedia.org/wiki/Gregory_S._Paul#Religion Quote:
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#137 |
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May 2003
7·13·17 Posts |
cheesehead,
I think I've found a way to engage you, and avoid much of the emotional baggage. I've written a little quiz, to make sure we are on the same page. Having written numerous quizzes in the past, and knowing that it is easy to make mistakes, or misinterpret the questions, or even for the teacher to write bad questions, I won't read too deeply into your answers. They are only meant to provide a baseline from which to go from. Half of the quiz is true/false. Go ahead and just answer true or false. If you feel your answer needs explanation, or you wish to explain your reading of the question, feel free to do so after answering true or false. Here we go: Part A True/false. Q A1: If A and B are strongly (positively) correlated then A causes B. Q A2: If A is strongly correlated to B, then B is strongly correlated to A. Q A3: If A is strongly correlated to B, and B is strongly correlated to C, then A is strongly correlated to C. Q A4: If A is strongly correlated to B, one cannot demonstrate that causal relationships between A and B are minimal/non-existent. Q A5: If A is strongly correlated to B, then it is reasonable (without further information) to believe that A causes B. Part B Questions about the article. Q B1: What is the total sample size of prosperous nations? (I.e. what is the total number of nations under consideration) Q B2: What is the cut-off line for prosperity? Q B3: How does the sample change if we vary the cut-off line (i.e. how robust is the choice)? For example, if we change prosperity by $5,000 does the number change dramatically? Q B4: How many of the nations in the sample satisfy the author's definition of religiosity? How many are not religious? Q B5: How robust are these numbers? In other words, if we throw away the two outliers (one on each end) does that affect the break-down much? Q B6: What is the correlation coefficient? (See http://www.socialresearchmethods.net/kb/statcorr.php for the definition.) Q B7: Is this a strong positive correlation? Q B8: How robust is this number? In other words, if we throw away the biggest two outliers, does the number change much? I hope this will give us a baseline, and prove to you that I'm looking at this from a scientific perspective. Best, Zeta-Flux |
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#138 | ||
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∂2ω=0
Sep 2002
República de California
19×613 Posts |
Quote:
The history of the freethinker movement in the U.S. is particularly interesting, as the above Wikipage notes: Quote:
Last fiddled with by ewmayer on 2009-07-27 at 18:10 |
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#139 | ||||||
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∂2ω=0
Sep 2002
República de California
19×613 Posts |
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#140 | |
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Dec 2008
Boycotting the Soapbox
24×32×5 Posts |
Quote:
Collective delusion will necessarily be some sort of average, so you get a large bias, whereas disorganized rationality will have a large variance. I don't see any reason to assume ex ante, that the trade-off is in favor of a larger bias. If we look at the evolutionary trajectory, we can actually surmise that a larger variance has the edge over a larger bias, since there is a strong tendency for open societies (which allow disorganized free-thinkers and disorganized, i.e. unregulated, free-markets) to wipe the floor with all others. |
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#141 |
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May 2003
7·13·17 Posts |
ewmayer,
Thanks for taking the quiz. As you are not cheesehead, none of the caveats I gave him are applicable, so I'm now going to score your answers. :) Q A1: Good answer, except that both A causes B and B causes A could both be true (as they might represent non-unique instances). In other words, A could cause B, which then causes A to happen again, which... Q A2: Ditto. Q A3: I think the answer is false. But this was the one question (in the true/false) where I wasn't really sure what answer is right. Let me give a situation that demonstrates the issue, as I see it. You might find some problem with it. Suppose we want to see if being named Joe is correlated with liking peanut butter sandwiches. We find that it is (for sake of argument)! Those named Joe are much more likely to enjoy peanut butter sandwiches than those who aren't (mostly because it is an American food, and the number of non-Americans skews the result). We then check whether having the last name of Johnson is correlated with liking peanut butter sandwiches. It turns out it is again! But is having the first name of Joe highly correlated with having the last name of Johnson? I'd have to work through the math to figure it out. (It might be the case that the large sample size negates the positive connection between being named Joe and liking pbs's. But intuitively, it seems to make sense so far...) Q A4: I'd say false also, at least in the context of scientific methods. You can do additional experiments, showing that the given correlation is a function of some hidden variable; which when accounted for removes any noticeable correlation. Q A5: Good answer. |
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#142 | |
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∂2ω=0
Sep 2002
República de California
19×613 Posts |
Example of a religious custom which, while useless in a practical sense, might at least be enjoyable to watch (though I hope sufficient rest and refreshment breaks are included for the plowers):
Naked girls plow fields for rain Quote:
(The snark in me would like to add, "better hope the rain gods don`t have lecherous tendencies.") |
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#143 |
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Jun 2003
117378 Posts |
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