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Classical stochastic systems

Alex Kamenev-2011-09-08-Cambridge University Press eBooks
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TL;DRAbstract

This chapter is devoted to the classical limit of the quantum dissipative action obtained in Chapter 3. We show how it yields Langevin, Fokker–Planck and optimal path descriptions of classical stochastic systems. These approaches are used to discuss activation escape, fluctuation relation, reaction models and other examples.

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This chapter is devoted to the classical limit of the quantum dissipative action obtained in Chapter 3. We show how it yields Langevin, Fokker–Planck and optimal path descriptions of classical stochastic systems. These approaches are used to discuss activation escape, fluctuation relation, reaction models and other examples.

Keywords

Dissipative systemStatistical physicsQuantumLimit (mathematics)Classical limitAction (physics)Stochastic dynamicsRelation (database)

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