It sounds useful but I don’t see any reason to include the way I treat anything into ontology. That wavefunction is nearly zero in all regions where Born statistics fails is just consequence, not postulate. Similarly you can derive that following Bayes rule will result in largest amount of spicemeasure for states where you know something. Whether you want this or not is purely ethical question and ethics today is as arbitrary as it was yesterday. You might as well only track uncertainty about wavefunction and not specific decoherence-path and decide to minimize worst ignorance or something.
You would need a postulate only if you want there to be some fundamental point-knowledge but there are no point-states in reality—everything is just amplitudes.
It sounds useful but I don’t see any reason to include the way I treat anything into ontology.
I didn’t say it had anything to do with ontology, and in MWI it doesn’t . In MWI , you disregard results from other branches that you haven’t observed in order to predict future probabilities correctly , but you don’t regard them as non existent.
It sounds useful but I don’t see any reason to include the way I treat anything into ontology. That wavefunction is nearly zero in all regions where Born statistics fails is just consequence, not postulate. Similarly you can derive that following Bayes rule will result in largest amount of
spicemeasure for states where you know something. Whether you want this or not is purely ethical question and ethics today is as arbitrary as it was yesterday. You might as well only track uncertainty about wavefunction and not specific decoherence-path and decide to minimize worst ignorance or something.You would need a postulate only if you want there to be some fundamental point-knowledge but there are no point-states in reality—everything is just amplitudes.
I didn’t say it had anything to do with ontology, and in MWI it doesn’t . In MWI , you disregard results from other branches that you haven’t observed in order to predict future probabilities correctly , but you don’t regard them as non existent.