Sure, although it doesn't have much temporal evolution.
But still - for some specific rock, we can't describe/model/understand it exactly, so we specify it abstractly in a compressed form, said compressed form specifies a distribution over the space of rock-like objects - rockspace.
A few follow-on questions, then.
You say "we can't describe/model/understand it exactly, so we specify it abstractly" -- does that mean we're talking solely about maps and not about the territory?
What exactly do you mean by a "distribution"? Is it a probability distribution? You made the argument that as things move through time, they are a set of past, present, and (hopefully) future states. Since time is unidirectional, we might even call that an ordered set, a sequence. But a sequence is not a distribution.
The approach "X is a distribution over X-space across the multilverse" seem to be applicable to absolutely everything. If that is so, what is the use of this approach?
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