which is quickly demonstrated by the fact that priors and utility functions can be transformed into each other and we have an objectively justifiable universal prior.
Really? I know that for every prior-utility function pair there are many distinct prior-utility function pairs that are equivalent in that they give rise to the same preferences under uncertainty; but I don’t know of any way to get a canonical utility function out of the universal prior — or any prior, for that matter.
Really? I know that for every prior-utility function pair there are many distinct prior-utility function pairs that are equivalent in that they give rise to the same preferences under uncertainty; but I don’t know of any way to get a canonical utility function out of the universal prior — or any prior, for that matter.