[QUOTE=Hentor the Barbarian]
You really are just not getting what I am saying. Do you understand what I mean when I say “general population”? Do you understand what I mean when I say that women who claim rape form a different group from the general population? This is why you can’t, for example, draw inferences about the rates of disorders in the general population from studies of people in treatment at a clinic, and why relationships among comorbid conditions will be higher in those clinic samples relative to the general population. You really must understand this issue to move forward. This much is true, and is probably why this is so difficult for you. And I honestly don’t mean for that to be patronizing. Once again, you can look at the rate of rapes in the general population and come up with a probability that you can apply to the general population about how likely to be raped the average person in that population is. Let’s just say it’s 5%. Pluck a person at random from that group, and you can apply that probability to them. “There’s a 5 in 100 chance that this woman was raped.” Okay so far?
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Okay.
[QUOTE=Hentor the Barbarian]
Now, is your hypothetical “Take two random people, one white and one black. What is the probability that they were raped”? No, it isn’t. So…
Now, say you pluck that person at random from the population, and before you get a chance to apply your probability to her, she blurts out, “I’ve been raped.” Does it at all make sense to you that the probability that she was raped would remain 5 in 100? It really shouldn’t. Dear God I hope it doesn’t.
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It doesn’t. It is logical to conclude that the rate of actual rape among those who claim rape would be different, and higher than that of the general population (5 of 100).
[QUOTE=Hentor the Barbarian]
The only way it could is if you completely discount the information you were just given when she claimed rape. If claims of rape are completely independent of actual rapes, you can ignore that information and apply your population statistics as you hope to. But that will simultaneously answer our other question, because any two claimants will be equally credible. Or, more specifically both will be perfectly incredible, since their statements “offer no reasonable grounds to be believed.”
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I think I follow you here. And agree.
[QUOTE=Hentor the Barbarian]
YOnce you recognize that it doesn’t make sense that their probability for having been raped remains 5 in 100, ask yourself what the probability should be. What do you need to know to figure that out? Is it 100% likely that she was raped? If people were perfectly credible, or offered perfect grounds for being believed, it would be 100%. But people aren’t, and what you really need to know here is how often people who say they were raped are not accurate about it. This is your population of interest: people who say they were raped, and the information you are lacking is that aforementioned rate of inaccuracy.
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True. But the actual rate of actual rape among those who claim rape doesn’t matter. Since we don’t have “givens” telling us the rates of inaccuracy of the two different sub-sub-populations (black rape claimants and white rape claimants), we assume them to be equal. That’s what you do in a hypothetical with unknowns. That is why we are instructed “all other things remaiining equal”. Do you agree with that?
[QUOTE=Hentor the Barbarian]
Then to answer the original comparison, you need to know if there is a difference in the rate of inaccuracies between contrast groups.
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I disagree. Again, that would be terrific information to have. But not having it,with the information we have we are still able to come up with a best guess and a worse guess.
[QUOTE=Hentor the Barbarian]
That’s it in a nutshell, and if that eludes you, I am sorry.
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Apology accepted. ![]()
[QUOTE=Hentor the Barbarian]
No. You continue to confuse random likelihood with specific credibility. The man is the source of the two claims. With no further information, we have to assume his credibility is constant across statements, and thus that both statements are equally credible.
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So, you think that the hypothetical is exaclty the same whether you have this information or not?: “For every red Gorkean woman that is raped 99 blue Gorkean woman are raped.” I strongly disagree.
If a man claims that he 1) has been to Colorado and 2) he has been to the South Pole, and I add the fact that for every one person who has been to the South Pole one million have been to Colorado, are you saying that those claims are equally likely to be true? That you couldn’t make a best guess and a worse guess? If so, let’s play poker!
[QUOTE=Hentor the Barbarian]
However, if for some reason we were given information that led us to believe he said these things as he was randomly pointing at people walking down the street, we could apply probability to the likelihood of his statements being accurate. But we would still regard his credibility across claims as equal, since he is spewing statements at random.
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We address their claims as being equally credible (likley to be true) until we have information that may nudge us one way or another. Rates of inaccurate claims would be terrific and would make this question almost not interesting. The exrta nugget that we do have does, I maintain, allow us to apply some sort of comparison, piss-poor as it may be.