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• W2972274549 abstract "We prove that every stationary state in the annihilator of all Kraus operators of a weak coupling limit type Markov generator consists of two pieces, one of them supported on the interaction-free subspace and the second one on its orthogonal complement. In particular, we apply the previous result to describe in detail the structure of a slightly modified quantum transport model due to Arefeva, Kozyrev and Volovich (modified AKV's model) studied first in Ref.cite{gggq}, in terms of generalized annihilation and creation operators." @default.
• W2972274549 created "2019-09-12" @default.
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• W2972274549 creator A5077178786 @default.
• W2972274549 date "2019-09-06" @default.
• W2972274549 modified "2023-09-27" @default.
• W2972274549 title "Stationary states of weak coupling limit type Markov generators and quantum transport models" @default.
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