Any gradualation is likely to not hit the exact distance on the spot. Then If I was faced to be in a situation where I could become sensitive to that distinction I would need to go from not having included it in the support to having inluded it in the support ie from zero probablity to non-zero probablity. This seems like a smell that things are not genuine comparable to the safety of avoiding unbounded utilities, so i am not sure whether it is an improvement.
Even computers can do symbolic manipulation where they can get exact results. They are not forced to numerically simulate everything. Determining the intersection of two lines can be done exactly in finite computation despite doing it by “brute force” point-for-point whether they are in the same location would call for more than numerable steps.
I have intuitiion/introspective impression that there are objects like “distance is {3,3.1, between 3.2 and 3.3}” where the three categories are equiprobable and distances within “3.2 to 3.3″ are equiprobable to each other but that “3.2 to 3.3” is not made up of listable separate beliefs. (More realisticially they tend to not feel exactly equiprobable within the whole range).
Any gradualation is likely to not hit the exact distance on the spot. Then If I was faced to be in a situation where I could become sensitive to that distinction I would need to go from not having included it in the support to having inluded it in the support ie from zero probablity to non-zero probablity. This seems like a smell that things are not genuine comparable to the safety of avoiding unbounded utilities, so i am not sure whether it is an improvement.
Even computers can do symbolic manipulation where they can get exact results. They are not forced to numerically simulate everything. Determining the intersection of two lines can be done exactly in finite computation despite doing it by “brute force” point-for-point whether they are in the same location would call for more than numerable steps.
I have intuitiion/introspective impression that there are objects like “distance is {3,3.1, between 3.2 and 3.3}” where the three categories are equiprobable and distances within “3.2 to 3.3″ are equiprobable to each other but that “3.2 to 3.3” is not made up of listable separate beliefs. (More realisticially they tend to not feel exactly equiprobable within the whole range).