Non-Markovian quantum dynamics with complete positivity and non-signalling is characterized by an integro-differential equation augmenting the GKSL master equation with a memory integral, allowing description of systems with any integrable power spectral density and multi-time correlation evaluation
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A resonant-shell orbital formed by doublon-bond interaction selects slow Liouvillian sectors via Schur projection in open lattices.
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Completely-positive non-signalling non-Markovian dynamics
Non-Markovian quantum dynamics with complete positivity and non-signalling is characterized by an integro-differential equation augmenting the GKSL master equation with a memory integral, allowing description of systems with any integrable power spectral density and multi-time correlation evaluation
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Microscopic resonant-shell mechanism for slow Liouvillian sectors in an open correlated lattice
A resonant-shell orbital formed by doublon-bond interaction selects slow Liouvillian sectors via Schur projection in open lattices.