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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5 Pith papers cite this work. Polarity classification is still indexing.
5
Pith papers citing it
fields
quant-ph 5years
2026 5verdicts
UNVERDICTED 5representative citing papers
Introduces absolute Schmidt number for states invariant under global unitaries, with witness and moment-based detection methods plus resource measures, extended to covariant channels.
Continuous driving in chiral quantum networks allows transient concurrence to exceed the undriven 2/e benchmark because nonsecular terms mix dressed-state coherences under strong driving.
Analog quantum kernels with operational noise outperform noiseless versions in benchmarking and non-Markovianity estimation due to increased expressivity and model complexity.
Entanglement in initial states of a 2D quantum Ising model suppresses true-vacuum bubble proliferation, stabilizing macroscopic clusters unlike product states.
citing papers explorer
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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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Absolute Schmidt number: characterization, detection and resource-theoretic quantification
Introduces absolute Schmidt number for states invariant under global unitaries, with witness and moment-based detection methods plus resource measures, extended to covariant channels.
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Transient entanglement generation in driven chiral networks beyond the secular approximation
Continuous driving in chiral quantum networks allows transient concurrence to exceed the undriven 2/e benchmark because nonsecular terms mix dressed-state coherences under strong driving.
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Noise-enhanced quantum kernels on analog quantum computers
Analog quantum kernels with operational noise outperform noiseless versions in benchmarking and non-Markovianity estimation due to increased expressivity and model complexity.
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Entanglement-facilitated macroscopic cluster formation in quantum many-body dynamics
Entanglement in initial states of a 2D quantum Ising model suppresses true-vacuum bubble proliferation, stabilizing macroscopic clusters unlike product states.