A new quantum dynamical entropy rate for mesoscopic monitoring is computed exactly from two-point functions and is conjectured to obey a universal Planckian bound.
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A two-step method minimizes entanglement entropy of target states before using matrix product state representations to achieve high-accuracy quantum state preparation on NISQ devices.
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Planckian bound on quantum dynamical entropy
A new quantum dynamical entropy rate for mesoscopic monitoring is computed exactly from two-point functions and is conjectured to obey a universal Planckian bound.
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Minimizing entanglement entropy for enhanced quantum state preparation
A two-step method minimizes entanglement entropy of target states before using matrix product state representations to achieve high-accuracy quantum state preparation on NISQ devices.