Representation Theory for a Class of Denumerable Markov Chains ’

@inproceedings{EAGI2003RepresentationTF,
  title={Representation Theory for a Class of Denumerable Markov Chains ’},
  author={RONALD E’AGI and John G. Kemeny},
  year={2003}
}
An interesting and important problem in the theory of denumerable Slarkov chains is to find a simple, easily computible canonical form for Pn, the matrix of the n-step transition probabilities. Kemeny has found such a representation for the class of “h-speading chains” [I]. ,4 k-spreading chain is a denumerable Markov chain with states the natural numbers… CONTINUE READING