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> Larger datasets will always lead to more statistical confidence I think I understand what you're trying to say, but I don't agree with how you've phrased it.
by Obi_Juan_Kenobi 11y ago
> Larger datasets will always lead to more statistical confidence
I think I understand what you're trying to say, but I don't agree with how you've phrased it. More data can lower p-values or increase power for a given analysis, but the assumptions that go into using data don't change when you simply have more of it. And those assumptions are everything in statistics.
In fact, I think the temptation of 'more is better' leads to more use of what is easily available which can be highly biased. You also get much more 'significant' results that are more tempting to believe in. It's harder to shy away from a very low p-value, even when you know the sampling may not be appropriate.
I'm a biologist, and as a field we have a lot of issues to address with bioinformatics. Over-eager investigators will pull out interesting tidbits from datasets without considering how problematic that sort of hypothesis generation can be. Fortunately the grant reviewers seem to be well aware of this for the most part. I've heard of many people having grants rejected because they thought they found a 'one in a million' phenomenon, but it turns out they looked a million times to find it :) Good bioinformatics is still firmly grounded in genetics.
- rm999 11y agoYour comment is mostly addressing what I refer to as "data skews, misuse of stats, and external factors", and is what the article is about. Yes, those are huge issues, but they have little to do with data size. I'm confused why you don't agree with my phrasing. To be clear, and from your comment I think you already know this, p-value is not a measure of confidence. P-value is a terrible metric that jumbles confidence with effect size. As you get more data you have the ability to properly detect small effect sizes with confidence; hence, the part of my comment you quoted and seem to disagree with? But people who don't have experience working with large datasets see a low p-value and often think they have a big effect size with reasonable confidence instead of a small effect size with very high confidence. Chalk this up to a "misuse of stats" :)