The authors describe numerical algorithms to calculate the stationary probability vector of periodic Markov chains. Details including the proofs are published elsewhere. Firstly, the main properties of $P$- cyclic Markov chains are born in mind, and then the authors describe numerical methods for $P$-cyclic matrices. Later a reduced scheme is considered by transforming the original system of equations into a system of equations involving only a subset of the probability vector. Finally aggregation/disaggregation methods are described.
CITATION STYLE
Bonhoure, F., Dallery, Y., & Stewart, W. J. (1993). Algorithms for Periodic Markov Chains (pp. 71–88). https://doi.org/10.1007/978-1-4613-8351-2_6
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