You should also check the classic references to see whether your 2 matrices are
consistent with your null of stationarity:

Anderson, T. W. and L. A. Goodman.  1957.  Statistical inference about Markov
chains.  Annals of Mathematical Statistics 28:  89-110.

        Billingsley, P.  1961.  Statistical methods in Markov chains.  Ann. Math. 
Statist. 32:  12-40.

        Chatfield, C.  1973.  Statistical inference regarding Markov chain models. 
Appl. Statist. 22:  7-20.

        Kullback, S., M. Kupperman, and H. H. Ku.  1962.  Tests for contingency tables
and Markov chains.  Technometrics 4:  573-608.

        Sandland, R. L.  1976.  Applications of methods of testing for independence
between two Markov chains.  Biometrics 32:  629-636.

        Usher, M. B.  1979.  Markovian approaches to ecological succession.  Journal
of Animal Ecology 48:  413-426. [Applies some of the likelihood models cited
above to test stationarity in a Markov process with some simulated and real
data]
.
.
=================================================================
Instructions for joining and leaving this list, remarks about the
problem of INAPPROPRIATE MESSAGES, and archives are available at:
.                  http://jse.stat.ncsu.edu/                    .
=================================================================

Reply via email to