Morbert's latest activity

While it does not talk about the trajectory beyond what is minimally implied by the transition maps, it does commit to an ontology. At...

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...

@Sambuco Maybe the conversation can be refocused by telling me which statement you disagree with. i) The transition map of the entire...

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...

The divisible subsystem transition map prevents the configuration of the subsystem from jumping across quasiclassical branches. The...

The divisible transition map of quasiclassical subsystems are near exact. This means they will effectively never fail. You would need to...