Then you evaluate the new decision theory according to the decision theory that you already have.
I had similar thoughts before, but eventually changed my mind. Unfortunately it’s hard to convince people that their solution to some problem isn’t entirely satisfactory without having a better solution at hand. (For example, this post of mine pointing out a problem with using probability theory to deal with indexical uncertainty sat at 0 points for months before I made my UDT post which suggested a different solution.) So instead of trying harder to convince people now, I think I will instead try harder to figure out a better answer by myself (and others who already share my views).
I had similar thoughts before, but eventually changed my mind. Unfortunately it’s hard to convince people that their solution to some problem isn’t entirely satisfactory without having a better solution at hand. (For example, this post of mine pointing out a problem with using probability theory to deal with indexical uncertainty sat at 0 points for months before I made my UDT post which suggested a different solution.) So instead of trying harder to convince people now, I think I will instead try harder to figure out a better answer by myself (and others who already share my views).