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SUMMARY The standard method of deriving maximum-likelihood estimates for transition probability matrices is outlined. Statistical tests for determining the Markov property, the specific order of a chain and the homogeneity of a set of matrices are applied to data relating to manufacturing establishments. Refinements to the maximum-likelihood procedure are examined in the context of fractional disaggregation of long-period matrices and in the framework of fitting smoothing surfaces to observed transition probabilities.
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Lyndhurst Collins (1974) studied this question.
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