As far as we can observe, mathematics and natural law are unchanging, and valid at all times and places.
Mainstream science accepts this as a given, but has no explanation for it.
This may be explained in several ways, assuming QO:
- These phenomena are genuinely atemporal, they exist outside of time. This requires that atemporal quanta exist, for which the best explanation has a relative Occam score of 0100.
- These phenomena exist in time, but do not change. In QO, mathematics and natural order are themselves quanta, which express themselves in the universe by means of entanglement relationships with the quanta to which they apply. These apparently timeless quanta developed in time, they were not present at the genesis. There was a time when 1 + 1 was not 2, but undefined. When such a quantum comes to expression, it is inhibited from changing, for if it did, everything that has come to expression through it would also need to change, and this might require an inordinate amount of energy. This explanation has a relative Occam score of 0000.
We prefer the second explanation, because it has a lower relative Occam score.