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Title
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Enantiodromic effective generators of a Markov jump process with Gallavotti-Cohen symmetry
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Type
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JournalPaper
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Keywords
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Enantiodromic, effective generators,Markov jump process , Gallavotti-Cohen symmetry
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Abstract
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This paper deals with the properties of the stochastic generators of the effective (driven) processes associated with atypical values of transition-dependent time-integrated currents with Gallavotti-Cohen symmetry in Markov jump processes. Exploiting the concept of biased ensemble of trajectories by introducing a biasing field s, we show that the stochastic generators of the effective processes associated with the biasing fields s and E − s are enantiodromic with respect to each other where E is the conjugated field to the current. We illustrate our findings by considering an exactly solvable creation-annihilation process of classical particles with nearest-neighbor interactions defined on a one-dimensional lattice.
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Researchers
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Farhad Jafarpour Hamadani (Third Researcher), (Second Researcher), (First Researcher)
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