Consider the version of the 5-and-10 problem in which one subagent is assigned to calculate U | take 5, and another calculates U | take 10. The overall agent solves the 5-and-10 problem iff the subagents reason about each other in the “right ways”, or have the right type of relationship to each other. What that specifically means seems like the sort of question that a scale-free theory of intelligent agency might be able to answer.
I’m mostly trying to extend pure mathematical frameworks (particularly active inference and a cluster of ideas related to geometric rationality, including picoeconomics and ergodicity economics).
Consider the version of the 5-and-10 problem in which one subagent is assigned to calculate U | take 5, and another calculates U | take 10. The overall agent solves the 5-and-10 problem iff the subagents reason about each other in the “right ways”, or have the right type of relationship to each other. What that specifically means seems like the sort of question that a scale-free theory of intelligent agency might be able to answer.
I’m mostly trying to extend pure mathematical frameworks (particularly active inference and a cluster of ideas related to geometric rationality, including picoeconomics and ergodicity economics).