Exact factorization rule relates higher-order multitime correlations to products of lower-order ones in non-Markovian systems with finite memory, allowing reconstruction from O(τ_c^n) data volume.
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Gradient-based optimization of SUPER and FTPE pulse protocols via auto-differentiation and uniTEMPO yields higher preparation fidelities than resonant pi-pulses or standard two-photon excitation, with the advantage increasing at higher temperatures.
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Factorization rule for multitime correlations in non-Markovian open quantum systems
Exact factorization rule relates higher-order multitime correlations to products of lower-order ones in non-Markovian systems with finite memory, allowing reconstruction from O(τ_c^n) data volume.
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Efficient optimisation of multi-parameter quantum control protocols for strongly-coupled systems
Gradient-based optimization of SUPER and FTPE pulse protocols via auto-differentiation and uniTEMPO yields higher preparation fidelities than resonant pi-pulses or standard two-photon excitation, with the advantage increasing at higher temperatures.