Doesn't need to be right, just very unusual and not obviously, unequivocally false.
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Another nice example: David Glanzman and others' work on the idea that long-term memories may not be stored in synapses.
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Another good example from the past: Julian Jaynes' outrageous-but-stimulating theory of consciousness.
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Replying to @michael_nielsen
Homotopy type theory, especially by people who believe ZFC is inconsistent.
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Replying to @geoffreyirving
A slightly related idea that I like is the idea that the P vs NP problem may be independent of the usual axioms.
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Replying to @michael_nielsen
Which smart people are working on that one? I've only heard it stated with no evidence presented.
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Replying to @geoffreyirving
Scott Aaronson has a nice long review. Didn't link to it, since Google wants to gum up the link for some reason, but easy to find.
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Replying to @michael_nielsen
I've read that review, but both the review itself and nearly all citations are arguments/evidence against independence, not for.
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Replying to @geoffreyirving
I didn't read the review that way at all. Rather, quite a few people seem to take independence very seriously as a possibility.
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Replying to @michael_nielsen
Ah, I may be assuming other people share my "independence nearly impossible to prove" => "independence not an interesting question" view.pic.twitter.com/pBQfwhONjO
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Yeah. I think a lot of people think P != NP is "nearly impossible to prove", but that doesn't mean they're not seriously interested.
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Replying to @michael_nielsen
I've high credence that the first P!=NP proof will be quantitative, so side questions which divide quant from nonquant are less interesting.
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