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Yes, and it is often effective even with those issues. Suppose you know facts A, B, C, and D. You want to know E. You ask about all 5 facts. You can verify 4 o
by tropo 7y ago
Yes, and it is often effective even with those issues.
Suppose you know facts A, B, C, and D. You want to know E. You ask about all 5 facts. You can verify 4 out of 5, but you don't reveal that. After getting the 5 answers, you trust fact E if the other facts are verified. If not, torture, but don't reveal how exactly you are sure about lying, and then try again.
- XorNot 7y agoIf you don't already know E, then how are you going to verify it? How do you even know they know it? Given that they don't want to tell you E in the first place, how many of the hundreds of answers they'll scream at you are you going to be able to follow up on?
- winstonewert 7y agoThe point is that you verify A, B, C, and D. If they are telling you the truth about those, they are probably also truthful about E. They could only effectively lie about E if they knew that was the one thing you couldn't verify.
- XorNot 7y agoAnd if they lie about those? Which they will because your scenario starts with "sufficiently uncooperative that you are going to torture them". What you're actually going to do is here the answer you already know, stop the pain and ask something else, and thus tell the person exactly what to say to make the pain stop - while having no actual ability to know if there answer for E is truthful or if they even know it. Eventually you'll get an answer you like, and that will be the only answer they give because again, it made the pain stop.
- tropo 7y agoYou missed the logic here. I'll try again, but it's the third explanation. You need to ponder this. The items A, B, C, and D are all known. (from other sources of information) They are used as an honesty test. To make the pain stop, the only way out is to reveal E and to correctly reveal A, B, C, and D. Lying isn't going to work, because the fact that E is special is not revealed. It isn't reasonable to guess that E is the unknown.
- XorNot 7y agoIf someone is sufficiently uncooperative that you've (foolishly) decided you're going to torture the information out of them, then the information is pretty important. So important they're probably already willing to die to protect it. That's the stakes here when you're at that point: fear of death is not enough motivation, fear of not dying quickly is. In this situation there's no reason the person isn't going to lie for an extended period of time about A, B, C and D. So why wouldn't they then lie about E? Because you think you're going to have broken them by that time? Gotten them suitably fearful of what you'll do next that they don't also just start lying about E? Are you so sure that after whatever horrors you've inflicted their psyche will be intact enough to even give a coherent answer? Keeping in mind, that sleep deprivation and extended interrogation has been shown - repeatedly - to be enough to make otherwise innocent people confess to brutal crimes they did not commit. EDIT: People keep thinking torture is effective because if I broke your fingers with a hammer, you'd give me your car keys. What's actually happening is I'm breaking your fingers one by one with a hammer, and saying I'll stop if you tell me where your family is so I can go murder them all.
- winstonewert 7y agoFirstly, I'm 100% against torture and agree its ineffective. But your rejection of the logic here is incorrect. > In this situation there's no reason the person isn't going to lie for an extended period of time about A, B, C and D. So why wouldn't they then lie about E? You seem to be thinking about this in chronological sequence, as if we ask about A then B then C then D then E. If that was the case, then yes, your logic would work. They might have lied about A for a long time, then B for a long time, then C for a long time, then D for a long time, then E for a long time and you'd never know if they were telling the truth about E. But that's not what is being proposed. We ask about A, B, C, D, and E altogether. As in you have conversation and asked them about A, B, C, D, and E before doing any torture. If they lied about A, B, C, or D we torture them. Then we have the same conversation again, and torture them again. Eventually, they start telling the truth about say C. Why C? They are just choosing something at random to tell truth about in hopes of making the pain stop. But nothing changes, we keep torturing them because we know they are still lying about A, B, and D. Eventually they also start telling the truth about A, then E, then B, then D. Then we stop torturing them because they are being honest about everything we can verify. They can escape without divulging the information only if they keep E until last. The key assumption here is that the person being tortured reveals the truth in a random order. It is improbable that they happen to keep the one thing we cannot verify until the end. This is not to say that this procedure would be effective, but its not ineffective for the reason you suggest. On the theory side, the probability of keeping E until the end is 1/5, which isn't that low. On the practical side, this requires that the person being tortured has no idea what you can and can't verify. If, instead, they have some idea of what you can and can't verify, they'll be able to keep the hardest to verify information till the end preventing this scheme from working.