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by yummyfajitas 5227 days ago
There is no "preference" stated here.

Without compelling evidence otherwise, I tend to subscribe to the theory of revealed preferences - our actions reveal what we really want.

But you are logically correct, there are some possibilities, e.g., the poor would prefer to have a job but irrationally don't look for one.

I somehow doubt that's because people "prefer" to remain poor.

You are looking at the wrong choice set. The choice set is not [ poor, middle class]. The choice set is [ (poor, leisure), (middle class, hard work) ]. The theory I'm pushing is that for some people, utility(leisure)-utility(hard work) > utility(middle class) - utility(poor). See my blog post for more details.

Also, this is not caused by the current recession. The numbers have been similar since 1996 (the year of the earliest report I can find with a quick google search).

http://www.bls.gov/cps/cpswp96.htm

http://www.bls.gov/cps/cpswp2002.pdf

http://www.bls.gov/cps/cpswp2006.pdf

(Tweak URLs to get data for intermediate years.)

1 comments

>Without compelling evidence otherwise, I tend to subscribe to the theory of revealed preferences - our actions reveal what we really want.

It doesn't make sense to assume that people who are not working are doing so just out of a desire to avoid work.

>But you are logically correct, there are some possibilities, e.g., the poor would prefer to have a job but irrationally don't look for one.

Or there are no jobs within distance that pay the bills (i.e. what's the point of flipping burgers for minimum wage - it won't pay the rent and feed the kids). In which case it stops being an argument of utility and one of common sense - it makes none to work at a job which would be a pointless treadmill in which you stand a zero chance of ever getting back on your feet.

What bothers me is that you're assuming preference from raw data. This is a problem when the data does not support (or even attempt to) support any such conclusion - does it take into account local conditions?

If not, then any such analysis (including yours) is baseless.