3 ms·
"Significant" here doesn't mean what you think it means, but rather it has a technical meaning. Basically, it means that if the intervention has absolutely no e
by xyzzyz 8y ago
"Significant" here doesn't mean what you think it means, but rather it has a technical meaning. Basically, it means that if the intervention has absolutely no effect, then there's less than 5% probability that measured "benefit" is just a random fluke -- thus, since you actually measured benefit, you are now left wondering whether the intervention actually has an effect, or you just happen to be in 5% of possible universes where the randomness just happened to align this way. Of course, the first one is usually more likely, but 5% probability of getting result if no effect actually exists is still pretty high.
The simplest, most straightforward explanation for the mechanism, and why it's bad, is this:
https://xkcd.com/882/ https://xkcd.com/882/
In the old scheme of things, the researchers would have found and reported "significant" bad outcomes connected to green jelly beans. With required preregistration, they must preregister 20 studies, so if 19 similar studies show no effect, and 1 of them shows "significant" effect, then it's likely that you're just dealing with random fluke.
- qwerty456127 8y ago> since you actually measured benefit, you are now left wondering whether the intervention actually has an effect, or you just happen to be in 5% of possible universes where the randomness just happened to align this way. That still seems a good first step. It may also be curious to find out what were the things that have actually lead to the effect if not the one we were checking. E.g. it may happen that it the substance researched only affects subjects with particular features or that something else they were doing has produced the result on itself and knowing any of these still seems useful (some really important discoveries were made this way AFAIK).
- xyzzyz 8y ago> It may also be curious to find out what were the things that have actually lead to the effect if not the one we were checking. This sounds like a good idea in theory, but in practice, it is usually even harder to answer this question than the original question that yielded the data. This type of question requires extremely careful study designs, large sample sizes, accurate power estimates, etc.