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Local equivalence of reversible and general Markov kinetics

机译:可逆和一般马尔可夫动力学的局部等价

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摘要

We consider continuous-time Markov kinetics with a finite number of states and a positive equilibrium ~P. This class of systems is significantly wider than the systems with detailed balance. Nevertheless, we demonstrate that for an arbitrary probability distribution P and a general system there exists a system with detailed balance and the same equilibrium that has the same velocity dP/dt at point P. The results are extended to nonlinear systems with the generalized mass action law.
机译:我们考虑具有有限状态数和正平衡〜P的连续时间马尔可夫动力学。此类系统比具有详细平衡的系统要宽得多。尽管如此,我们证明对于任意概率分布P和一般系统,存在一个具有详细平衡和相同平衡的系统,该系统在P点具有相同的速度dP / dt。结果被推广到具有广义质量作用的非线性系统法。

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