Jalex S comments on Impossibility results for unbounded utilities

[Jalex S]

Requiring ${\sum }_i|x_i|$ to be finite is just part of assuming the $x_i$ form a probability distribution over worlds. I think you’re confused about the type difference between the$A_i$ and the utility of $A_i$. (Where in the context of this post, the utility is just represented by an element of a poset.)

I’m not advocating for or making arguments about any fanciness related to infinitesimals or different infinite values or anything like that.