If I understand your terms correctly, it may be possible for realities that are not base-level to be optimization-like without being physics-like, e.g. the reality generated by playing a game of Nomic, a game in which players change the rules of the game. But this is only possible because of interference by optimization processes from a lower-level reality, whose goals (“win”, “have fun”) refer to states of physics-like processes. I suspect that base-level reality be physics-like. To paraphrase John Donne, no optimization process is an island—otherwise how could one tell the difference between an optimization process and purely random modification?
On the other hand, the “evolution” optimization process arose in our universe without a requirement for lower-level interference. Not that I assume our universe is base-level reality, but it seems like evolution or analogous optimizations could arise at any level. So perhaps physics-like realities are also intrinsically optimization-like.
How about both?
If I understand your terms correctly, it may be possible for realities that are not base-level to be optimization-like without being physics-like, e.g. the reality generated by playing a game of Nomic, a game in which players change the rules of the game. But this is only possible because of interference by optimization processes from a lower-level reality, whose goals (“win”, “have fun”) refer to states of physics-like processes. I suspect that base-level reality be physics-like. To paraphrase John Donne, no optimization process is an island—otherwise how could one tell the difference between an optimization process and purely random modification?
On the other hand, the “evolution” optimization process arose in our universe without a requirement for lower-level interference. Not that I assume our universe is base-level reality, but it seems like evolution or analogous optimizations could arise at any level. So perhaps physics-like realities are also intrinsically optimization-like.