Morbert's latest activity
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.It is the vocabulary preferred by Asher Peres over "measurement". A measurement implies a reading of some pre-existing property of a... -
Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.Emergeables aren't real in the sense that they do not correspond to different possible configurations of the measured system the way...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.I can't do much with "It just seems clear to me." but I am happy to respond to some substantive concern.
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.I have no idea what this is a response to.
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Morbert reacted to iste's post in the thread A Understanding Barandes' microscopic theory of causality with
Care.
But it does not give a complete characterization of quantum mechanics without the measurement device as a subsystem of the indivisible... -
Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.I can't comment directly until I've read that paper properly. I'll just make some general comments: Re/ Locality: The formalism should...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.While it does not talk about the trajectory beyond what is minimally implied by the transition maps, it does commit to an ontology. At...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.As an aside: Barandes derives a "dictionary" form for transition maps $$\Gamma_{ij}(t\leftarrow 0) = \mathrm{tr}P_i(t)P_j$$I anticipate...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.@Sambuco Maybe the conversation can be refocused by telling me which statement you disagree with. i) The transition map of the entire...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.I'm not sure what you mean by "the stochastic map is now [...]". The stochastic map of the universe ##\tilde{\Gamma}(t\leftarrow 0)## is...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.The divisible subsystem transition map prevents the configuration of the subsystem from jumping across quasiclassical branches. The...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.The divisible transition map of quasiclassical subsystems are near exact. This means they will effectively never fail. You would need to...
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.No continuity is assumed in this formalism. The near exactness of the divisible dynamics is enough to prevent jumping.
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Morbert replied to the thread A Understanding Barandes' microscopic theory of causality.The transition maps across division events will prevent jumping.