Derives a universal susceptibility-kinetic uncertainty relation for currents in open quantum systems by defining partial dynamical activity from quantum Fisher information on coupling strength.
Unified speed limits in classical and quantum dynamics via temporal Fisher information
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An information-geometric identity saturates to equality for single qubits, enabling non-iterative linear regression for GKSL master equation parameter estimation in quantum process tomography.
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Susceptibility-kinetic uncertainty relations for quantum systems
Derives a universal susceptibility-kinetic uncertainty relation for currents in open quantum systems by defining partial dynamical activity from quantum Fisher information on coupling strength.
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Information-Geometric Quantum Process Tomography of Single Qubit Systems
An information-geometric identity saturates to equality for single qubits, enabling non-iterative linear regression for GKSL master equation parameter estimation in quantum process tomography.