Maybe the set of all possible worlds is countable, and each world is weighted equally?
I am not really sure what to make of weightings on possible worlds. Overall, on this issue, I think I am going to have to admit that I am thoroughly confused.
By the way, do you mean “finite” here, rather than countable?
Yeah, but the confusion gets better as the worlds become more similar. How to weight between QM worlds and nonQM worlds is something I haven’t even seen an attempt to explain, but how to weight within QM worlds has been explained, and how to weight in the sleeping beauty problem is quite straight forward.
I meant countable, but now that you mention it I think I should have said finite- I’ll have to think about this some more.
I am not really sure what to make of weightings on possible worlds. Overall, on this issue, I think I am going to have to admit that I am thoroughly confused.
By the way, do you mean “finite” here, rather than countable?
Yeah, but the confusion gets better as the worlds become more similar. How to weight between QM worlds and nonQM worlds is something I haven’t even seen an attempt to explain, but how to weight within QM worlds has been explained, and how to weight in the sleeping beauty problem is quite straight forward.
I meant countable, but now that you mention it I think I should have said finite- I’ll have to think about this some more.