Hear ye, hear ye: commence the discussion of things which have not been discussed.
As usual, if a discussion gets particularly good, spin it off into a posting.
(For this Open Thread, I'm going to try something new: priming the pump with a few things I'd like to see discussed.)
So, there's this set, called W. The non-emptiness of W would imply that many significant and falsifiable conjectures, which we have not yet falsified, are false. What's the probability that W is empty?
(Yep, it's a bead jar guess. Show me your priors. I will not offer clarification unless I find that there's something I meant to be clearer about but wasn't.)
How many is "many"?