Affiliation of drift and control operators with a finite-type von Neumann algebra yields existence of time-optimal controls and a well-defined dynamical Lie algebra for approximate controllability of infinite-dimensional bilinear systems.
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Affiliated operators for classical and quantum control
Affiliation of drift and control operators with a finite-type von Neumann algebra yields existence of time-optimal controls and a well-defined dynamical Lie algebra for approximate controllability of infinite-dimensional bilinear systems.