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- W1504766587 abstract "It is well-known that the quantum linear response theory is based on the first-order perturbation theory for a system in thermal equilibrium. Hence, this theory breaks down when the system is in a steady state far from thermal equilibrium and the response up to higher order in perturbation is not negligible. In this paper, we develop a nonlinear response theory for such quantum open system. We first formulate this theory in terms of general susceptibility, after which we apply it to the derivation of Hall conductance for open system at finite temperature. As an example, the Hall conductance of the two-band model is derived. Then we calculate the Hall conductance for a two-dimensional ferromagnetic electron gas and a two-dimensional lattice model. The calculations show that the transition points of topological phase are robust against the environment. Our results provide a promising platform for the coherent manipulation of the nonlinear response in quantum open system, which has potential applications for quantum information processing and statistical physics." @default.
- W1504766587 created "2016-06-24" @default.
- W1504766587 creator A5040075114 @default.
- W1504766587 creator A5049751022 @default.
- W1504766587 creator A5065904518 @default.
- W1504766587 creator A5068389603 @default.
- W1504766587 date "2015-11-17" @default.
- W1504766587 modified "2023-10-09" @default.
- W1504766587 title "General response formula and application to topological insulator in quantum open system" @default.
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- W1504766587 cites W1636504026 @default.
- W1504766587 cites W1736905368 @default.
- W1504766587 cites W1744578558 @default.
- W1504766587 cites W1905539406 @default.
- W1504766587 cites W1963934717 @default.
- W1504766587 cites W1964053639 @default.
- W1504766587 cites W1964063133 @default.
- W1504766587 cites W1967139144 @default.
- W1504766587 cites W1967682129 @default.
- W1504766587 cites W1969083602 @default.
- W1504766587 cites W1969272766 @default.
- W1504766587 cites W1970188810 @default.
- W1504766587 cites W1978065671 @default.
- W1504766587 cites W1978907702 @default.
- W1504766587 cites W1979308046 @default.
- W1504766587 cites W1979804915 @default.
- W1504766587 cites W1982333619 @default.
- W1504766587 cites W1991331262 @default.
- W1504766587 cites W1993907375 @default.
- W1504766587 cites W1998334647 @default.
- W1504766587 cites W1998795769 @default.
- W1504766587 cites W2003592931 @default.
- W1504766587 cites W2005786635 @default.
- W1504766587 cites W2011693009 @default.
- W1504766587 cites W2014597149 @default.
- W1504766587 cites W2017326505 @default.
- W1504766587 cites W2018763953 @default.
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- W1504766587 cites W2021039920 @default.
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- W1504766587 cites W2030324102 @default.
- W1504766587 cites W2031435515 @default.
- W1504766587 cites W2035109195 @default.
- W1504766587 cites W2037807652 @default.
- W1504766587 cites W2038094415 @default.
- W1504766587 cites W2040935135 @default.
- W1504766587 cites W2041460647 @default.
- W1504766587 cites W2043175787 @default.
- W1504766587 cites W2055075689 @default.
- W1504766587 cites W2057009893 @default.
- W1504766587 cites W2062089923 @default.
- W1504766587 cites W2063397682 @default.
- W1504766587 cites W2067465721 @default.
- W1504766587 cites W2069016781 @default.
- W1504766587 cites W2069529244 @default.
- W1504766587 cites W2071220341 @default.
- W1504766587 cites W2080609546 @default.
- W1504766587 cites W2081751218 @default.
- W1504766587 cites W2082294379 @default.
- W1504766587 cites W2083590256 @default.
- W1504766587 cites W2084472567 @default.
- W1504766587 cites W2085332084 @default.
- W1504766587 cites W2101893110 @default.
- W1504766587 cites W2111944155 @default.
- W1504766587 cites W2112490467 @default.
- W1504766587 cites W2117734893 @default.
- W1504766587 cites W2118531546 @default.
- W1504766587 cites W2125252668 @default.
- W1504766587 cites W2130860507 @default.
- W1504766587 cites W2165423495 @default.
- W1504766587 cites W2168393858 @default.
- W1504766587 cites W2170378669 @default.
- W1504766587 cites W2364945562 @default.
- W1504766587 cites W3098995256 @default.
- W1504766587 cites W3100051148 @default.
- W1504766587 cites W3100227984 @default.
- W1504766587 cites W3101718802 @default.
- W1504766587 cites W3102910900 @default.
- W1504766587 cites W3102939200 @default.
- W1504766587 doi "https://doi.org/10.1103/physreve.92.052122" @default.
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- W1504766587 hasPublicationYear "2015" @default.
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