If I have a bounded utility function, there’s some amount of utility such that I can’t have more than that amount of utility. (In fact there’s an infinite number of such amounts, one of which is the least upper bound.) If no such funlimit exists, my utility function must not be bounded.
If I have a bounded utility function, there’s some amount of utility such that I can’t have more than that amount of utility. (In fact there’s an infinite number of such amounts, one of which is the least upper bound.) If no such funlimit exists, my utility function must not be bounded.