A new linearized dynamics based on the anti-symmetric part of the stability matrix preserves phase space volume for non-Hamiltonian chaotic systems within a classical density matrix framework.
Cambridge University Press, Cambridge
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The manuscript consolidates and extends prior invited articles into a self-contained reference on open quantum systems, emphasizing structural insights from C*-algebras, KMS states, non-equilibrium steady states, and competing notions of quantum entropy production.
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Phase space volume preserving dynamics for non-Hamiltonian systems
A new linearized dynamics based on the anti-symmetric part of the stability matrix preserves phase space volume for non-Hamiltonian chaotic systems within a classical density matrix framework.
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Miniatures on Open Quantum Systems
The manuscript consolidates and extends prior invited articles into a self-contained reference on open quantum systems, emphasizing structural insights from C*-algebras, KMS states, non-equilibrium steady states, and competing notions of quantum entropy production.