ChrisHallquist comments on The Statistician's Fallacy - Less Wrong

38 Post author: ChrisHallquist 09 December 2013 04:48AM

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Comment author: IlyaShpitser 11 December 2013 04:37:28PM *  20 points [-]

The professor had a background in statistics, and as far as I could tell knew her stuff in that area (though she dismissed Bayesianism in favor of orthodox statistics).

Bayesians will realize that, since there's a good chance that of happening even when the conclusion is correct and well- supported by the evidence, finding mistakes in the statistics is only weak evidence that the conclusion is wrong.

Wow, lesswrong, you just never fail to do this at every opportunity. Bayesianity is not a minority view anymore. Bayesians do not have a monopoly on correct reasoning with probabilities. Seriously, knock it off, please.

The professor had a background in statistics

Do you have a background in statistics, Chris?


edit: One of the areas I am working on is "causal discovery," which is learning the structure of graphs from observational data. One problem I have worked on a lot is causal discovery in the presence of hidden variables. It turns out there is a very interesting statistical model that recovers all independence constraints that a hidden variable DAG imposes on the observed margin. It also turns out that there is a way to write down the likelihood for this model in the case of discrete state spaces, while doing the same for continuous state spaces is currently unknown. This suggests that a search and score method (e.g. Bayesian method, or at least a method with a Bayesian justification) is natural for the discrete case, while a method based on hypothesis testing (e.g. a frequentist method, although Bayesian versions are possible here, they are less satisfactory because there is no global posterior) is natural for the continuous case. After all, we can't very well figure out what the posterior is if we can't even write the likelihood down.

Did the above paragraph make sense to you? These are the kinds of consideration people have in mind when thinking about B vs F. If you aren't working in ML/stats I am not sure what the point even is of having an opinion on this topic, other than "belief as attire."

It's completely bizarre. Somehow when it comes to B vs F, LW is willing to tell experts what they should be doing in their area of expertise.