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finding:omega-n-of-quantum-states-with-spectral-order-is-a-domain-and-von-neumann-entropy-is-a-measurementOmega^n of quantum states with spectral order is a domain and von Neumann entropy is a measurement
Quantum density operators, ordered by common observable's classical Bayesian order, form a dcpo with max elements pure states; von Neumann entropy is a measurement.
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- Information, Processes and Gamesmentions
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- The set of classical probability distributions, ordered by Bayesian projections, forms a dcpo with least element the uniform distribution and max elements pure states; Shannon entropy is a measurement of type Delta^n -> [0,∞).
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- The core impossibility result imported from quantum information theory; basis of the entire argument
- Core result demonstrating topological constraints on self-organization
- Autopoietic aspect of active inference.