this post was submitted on 11 Dec 2025
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The 37% is a great reference for math nerds! It's β π, the number of candidates one should sample before waiting for a better one to maximize the chances of picking the best one in a pick-or-pass scenario. See Secretary problem on Wikipedia
I completely missed that, nice catch π
The Internet is so fucking weird sometimes. I had literally never heard of the 37% / Secretary Problem until this morning when someone else commented about it in a different thread. Then I immediately noticed it in this comic and saw your comment.
It's like when you never notice a car until you buy one and then see that same car everywhere.
It is our mind that's weird. https://en.wikipedia.org/wiki/Frequency_illusion
Dammit. Now I'm gonna be noticing shit about Frequency Illusion for the next few weeks.
Or maybe the person who mentioned the 37% / secretary problem on the other thread had recently read this post here which is what reminded them of it, so they mentioned it there, then you saw both!
I came here to say this as well! Ofc itβs severely undercounting when you consider the problem where the candidate must choose you back. So lucky him!
I don't think the 1/e strategy changes just because candidates have a chance of rejecting you.
Exactly, it is just taken into account in their evaluation. A person respecting consent will just reevaluate that relationship opportunity as 0 and move on to the next candidate or stay alone.
I think it does. For it to work, you'd need to be trying to find the first candidate in the 63% who would choose you back who is better than the best candidate in the 37% who would choose you back. If you can't verify that last part then it won't work I think.
Coincidentally, 37 is the funniest number.
37 again?!
uh, what does interviewing just south of 200 candidates suggest?
i am trying to hire a competent ceiling fan installatrix