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A series of causal events requires network reccurance for time to be calculable. If it's not calculable it can't be said to exist in any mathematical sense. So,
by MacsHeadroom 6y ago
A series of causal events requires network reccurance for time to be calculable. If it's not calculable it can't be said to exist in any mathematical sense. So, a series of non-reccurent causal events at the fundamental level processes causally without the existence of time.
The same is true of "space" for the same reason. A causal network without reccurence (a tree) has no way to compare objects since there are no horizontal relations and it cannot "look" at backwards relations.
A non-reccurent causal tree has multiple instances of "here" and "now." But without anything to compare a given here/now to the concepts are internally meaningless.