New approach to derivation of quantum kinetic equations with initial correlations
Copyright policy )New approach to derivation of quantum kinetic equations with initial correlations
We propose a new approach to the derivation of kinetic equations from dynamics of large particle quantum systems, involving correlations of particle states at initial time. The developed approach is based on the description of the evolution within the framework of marginal observables in scaling limits. As a result the quantum Vlasov-type kinetic equation with initial correlations is constructed and the statement relating to the property of a propagation of initial correlations is proved in a mean field limit.
- National Academy of Sciences of Ukraine Ukraine
- Institute of Mathematics Ukraine
kinetic equation with initial correlations, QA1-939, Quantum coherence, entanglement, quantum correlations, marginal observable, kinetic equation with initial correlations, маргінальні спостережувані, кінетичне рівняння з початковими кореляціями, Molecular, statistical, and kinetic theories in solid mechanics, marginal observable, Mathematics
kinetic equation with initial correlations, QA1-939, Quantum coherence, entanglement, quantum correlations, marginal observable, kinetic equation with initial correlations, маргінальні спостережувані, кінетичне рівняння з початковими кореляціями, Molecular, statistical, and kinetic theories in solid mechanics, marginal observable, Mathematics
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