If your observables are correlated with the variable of interest, how dare you assume your unobservables are not?

Trees reduce crime. I love trees, but I'm not sure I buy it.
http://grist.org/cities/in-baltimore-the-gods-will-not-save-you-but-the-trees-will/

OK, maybe I should actually read this paper before calling it out, but just because you control for SES, doesn't mean you fix the problem. Unless you've got a convincing identification strategy, you've still just got an interesting partial correlation.

Comments

Popular posts from this blog

The Adze Picket Co. (I Love the PCT)

The 50th Year of Trying to Hold the Western States Endurance Run

Hardrock 34:42