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- W2022128765 abstract "This paper derives and analyzes exact, nonlocal Langevin equations appropriate in a cosmological setting to describe the interaction of some collective degree of freedom with a surrounding environment. Formally, these equations are much more general, involving as they do a more or less arbitrary system, characterized by some time-dependent potential, which is coupled via a nonlinear, time-dependent interaction to a bath of oscillators with time-dependent frequencies. The analysis reveals that, even in a Markov limit, which can often be justified, the time dependences and nonlinearities can induce new and potentially significant effects, such as systematic and stochastic mass renormalizations and state-dependent memory functions, aside from the standard friction of a heuristic Langevin description. One specific example is discussed in detail, namely, the case of an inflaton field, characterized by a Landau-Ginzburg potential, that is coupled quadratically to a bath of scalar radiation. The principal conclusion derived from this example is that nonlinearities and time-dependent couplings do not preclude the possibility of deriving a fluctuation-dissipation theorem, and do not change the form of the late-time steady state solution for the system, but can significantly shorten the time scale for the approach towards the steady state." @default.
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- W2022128765 date "1992-12-15" @default.
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- W2022128765 title "Nonlinear noise in cosmology" @default.
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- W2022128765 doi "https://doi.org/10.1103/physrevd.46.5303" @default.
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