I was objecting to the subset claim, not the claim about unit equivalence. (Mainly because somebody else had just made the same incorrect claim elsewhere in the comments to this post.)
As it happens, I’m also happy to object to claim about unit equivalence, whatever the wiki says. (On what seems to be the most common interpretation of utilons around these parts, they don’t even have a fixed origin or scale: the preference orderings they represent are invariant to affine transforms of the utilons.)
My original claim was about what the Wiki says. Outside that context we would have to start by stating definitions of Hedons and Utilons before there could be much in the way of sensible conversation.
I was objecting to the subset claim, not the claim about unit equivalence. (Mainly because somebody else had just made the same incorrect claim elsewhere in the comments to this post.)
As it happens, I’m also happy to object to claim about unit equivalence, whatever the wiki says. (On what seems to be the most common interpretation of utilons around these parts, they don’t even have a fixed origin or scale: the preference orderings they represent are invariant to affine transforms of the utilons.)
My original claim was about what the Wiki says. Outside that context we would have to start by stating definitions of Hedons and Utilons before there could be much in the way of sensible conversation.