My problem is that if I ask a researcher about selection bias, they have no problem defining it for me and even giving me a textbook example of it. But when I present to a researcher a real life scenario that is highly susceptible to selection bias, they will almost all fail to identify it. It's a problem where many people are able to compartmentalize knowledge but fail to actually make use of that knowledge in practice.
As a run a quant firm I see this among so many researchers across many disciplines. They fully understand a concept when you ask them directly, but they fail to put those concepts to use outside of a very direct and artificial setting.
If you had said that you’re looking for candidates to raise it as a possible explanation, instead of seemingly firmly asserting that it is the one and only correct answer, you’d probably have less replies arguing with you here (or perhaps if you do have such research readily available, to have shared it).
What most level headed people will do is understand that my statement is about how you can not reliably compare a group of people who are predisposed to enjoy a movie to a group of people who review almost every single movie that's released, regardless of their predisposition towards it. People are welcome to argue that and honestly I'd expect nothing less, but it's a basic statistical principle that I expect every single researcher I hire to be well familiar with and if they're not, then I make the choice to not work with them.
>you’d probably have less replies arguing with you here...
There is also a selection bias among the people who comment on HN and they too are not representative of how most of the community feels towards a topic. The people who want to nitpick the specific wording of my statement are certainly entitled to do so and will likely find something to nitpick regardless of how I framed my statement, but it's not a particularly interesting discussion to follow up on.
The answer that requires the fewest assumptions and is consistent with almost all basic statistical analysis is that a group of people predisposed to like a movie will rate that movie higher than a group of people who watch movies regardless of their predisposition towards it.
(Not “obvious in retrospect”—I’ve had a number of personal discussions with people where we talk about the difference between critic & user scores on Metacritic.)