It's that time of year again. Actually, a little earlier than that time of year, but I'm pushing it ahead a little to match when Ozy and I expect to have more free time to process the results.
The first draft of the 2014 Less Wrong Census/Survey is complete (see 2013 results here) .
You can see the survey below if you promise not to try to take the survey because it's not done yet and this is just an example!
2014 Less Wrong Census/Survey Draft
I want two things from you.
First, please critique this draft (it's much the same as last year's). Tell me if any questions are unclear, misleading, offensive, confusing, or stupid. Tell me if the survey is so unbearably long that you would never possibly take it. Tell me if anything needs to be rephrased.
Second, I am willing to include any question you want in the Super Extra Bonus Questions section, as long as it is not offensive, super-long-and-involved, or really dumb. Please post any questions you want there. Please be specific - not "Ask something about taxes" but give the exact question you want me to ask as well as all answer choices.
Try not to add more than a few questions per person, unless you're sure yours are really interesting. Please also don't add any questions that aren't very easily sort-able by a computer program like SPSS unless you can commit to sorting the answers yourself.
I will probably post the survey to Main and officially open it for responses sometime early next week.
I think both questions are informative, they just test a different thing.
To give an analogy from copmputer science, the question about hydrogen atom is similar in spirit to, "Would you be able to implement quicksort?", whereas the one about Bell theorem is more like, "Would you be able to reconstruct the halting problem proof?" The latter seems like a much higher bar. I'm curious, do you think there exist many people who can actually reconstruct the proof of Bell's theorem, but who can't solve the Schrodinger equation for the hydrogen atom?
(I'm assuming that by solving the Schrodinger equation for the hydrogen atom, Daniel meant deriving the energy levels of a hydrogen atom from SE, as opposed to say providing the full basis of eigenfunctions including these for E > 0; the latter is much harder and I wouldn't expect most people who took even advanced Quantum Mechanics to be able to do it without looking things up).
Maybe the answers given (either in the Bell theorem case or in the Schrödinger equation case) could be “Yes, right now”, “Not off the top of my head, but I know where to look stuff up” and “Can I prove the what?”