Weighted Detailed Balance and Local KMS Condition for Non-Equilibrium Stationary States : Dedicated to the memory of Shuichi Tasaki(Perspectives of Nonequilibrium Statistical Physics-The Memory of Professor Shuichi Tasaki-)
Weighted Detailed Balance and Local KMS Condition for Non-Equilibrium Stationary States : Dedicated to the memory of Shuichi Tasaki(Perspectives of Nonequilibrium Statistical Physics-The Memory of Professor Shuichi Tasaki-)
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非平衡静止态的加权详细平衡和局部KMS条件：献给田崎修一的纪念（非平衡统计物理的视角-纪念田崎修一教授-）
DOI：
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发表时间：
2011
期刊：
影响因子：
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通讯作者：
R. Quezada
中科院分区：
文献类型：
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作者：
L. Accardi;F. Fagnola;R. Quezada
给出了局部KMS条件的一般定义，并用非线性Gibbs处方证明了它的等价性。
We give a general definition of the local KMS condition and we prove its equivalence with a nonlinear Gibbs prescription.
We discuss the irreversible $(H, \beta)$-KMS condition, its connections with the local KMS condition and
we study the irreversible $(H, \beta)$-KMS condition for Markov generators of stochastic limit type.
We introduce a definition of weighted detailed balance based on the
notion of current decomposition and discuss invariant states with constant micro--currents.
As an example, we construct a non-equilibrium steady state for a
quantum spin chain coupled to two reservoirs at different
temperatures and study its cycle dynamics and entropy production.
与两个玻色场相互作用的谐振子的非平衡稳态-随机极限方法和 C* 代数方法-
DOI：
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发表时间：
2006
期刊：
Quantum Information and Computing(L. Accardi, M. Ohya, N. Watanabe編、 World Scientific社)
影响因子：
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作者：
S. Tasaki;L. Accardi
通讯作者：
L. Accardi