Interval Quantum Mechanics represents quantum states as parcels of density matrices compatible with finite-precision measurements, lifting unitary evolution to deterministic flows and measurements to volume-contracting updates that increase geometric information.
Oxford University Computing Laboratory, Programming Research Group Oxford, UK, 1970
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Finite-Precision Quantum Mechanics
Interval Quantum Mechanics represents quantum states as parcels of density matrices compatible with finite-precision measurements, lifting unitary evolution to deterministic flows and measurements to volume-contracting updates that increase geometric information.