My evil paper was accepted for PPR today. I’m rather pleased about that,
because I do like the paper, and there’s not much I could do with it if PPR
didn’t take it, because few journals will take long commentary pieces on
papers published in other journals. It was a little harder to write than may
appear at first. Trying to write a reply to a paper by Adam Elga is non-trivial in a few
respects, because one has to keep up both in terms of the quality of the
philosophy and in terms of the quality of the writing, especially of the
humour. There’s one compensating benefit, which is that because Adam’s always
so clear, there’s no painful exegesis to do before launching into philosophy.
But still trying to keep up is no trivial matter. I think I mostly succeeded
this time, but then I would think that, wouldn’t I?
Behind all the details, and all the jokes, there is a relatively serious
matter to the paper. I think, following Keynes, there’s a very important
difference between risk and uncertainty. It’s a slight exaggeration, but one
way of conceptualising how important the distinction is is that from my
perspective the person who how probable p is has more in common
with the person who knows whether p is true than she has with the person who
has no evidence either way as to whether p is true. Indifference principles
threaten this neat picture, because they suggest that we can get to a real
probability of p, not its objective chance but still a single precise
probability that is objectively correct (relative to a body of evidence) on
the basis of ignorance about the evidence.
That, I think, was the real problem with traditional indifference principles,
not the mere problem that they were inconsistent. The inconsistencies look
like a technical problem that need a technical solution, and after a few
false attempts I think Adam’s solution is the right one. (I still make some
technical objections in the paper, but you could live with them if they
didn’t hint at a deeper problem.) If there was only a technical problem here,
it would be solved. But there isn’t, there’s a philosophical problem here
too, and no amount of care and attention to the details will solve it, only a
theory that blocks any inference from ignorance to probability.