File:prob-06-markov-chains-reflected-walk.png

Figure file · Markov chains

The walk with a floor at 0. Top: its transition graph. Bottom: the limiting weights when p/q=1/2, which are \pi_j=(1/2)^{j+1}, a geometric distribution that sums to 1.

The walk with a floor at 0. Top: its transition graph. Bottom: the limiting weights when p/q=1/2, which are \pi_j=(1/2)^{j+1}, a geometric distribution that sums to 1.

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Summary

Description. The walk with a floor at 0. Top: its transition graph. Bottom: the limiting weights when p/q=1/2, which are \pi_j=(1/2)^{j+1}, a geometric distribution that sums to 1.

Appears in. Markov chains

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