### Some articles on *reversible markov, markov, reversible*:

**Reversible Markov**Chain

... A

**Markov**chain is said to be

**reversible**if there is a probability distribution over states, π, such that for all times n and all states i and j ... With a time-homogeneous

**Markov**chain, Pr(Xn+1 = j

Conductance (graph) - Markov Chains

... For an ergodic

... For an ergodic

**reversible Markov**chain with an underlying graph G, the conductance is a way to measure how hard it is to leave a small set of nodes ... showed that conductance is closely tied to mixing time in ergodic**reversible Markov**chains ... Conductance is related to**Markov**chain mixing time in the**reversible**setting ...Detailed Balance -

... Reversibility in

**Reversible Markov**Chains... Reversibility in

**Markov**chains arises from Kolmogorov's criterion which demands that the product of transition rates over any closed loop of states must be the same for ... A**Markov**process satisfies detailed balance equations if and only if it is a**reversible Markov**process or**reversible Markov**chain ... A**Markov**process is said to have detailed balance if the transition probability, P, between each pair of states i and j in the state space obey where P is the**Markov**transition matrix (transition ...Main Site Subjects

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