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Approximation of the invariant probability measure of an infinite stochastic matrix

Advances in Applied Probability, 1980
Let P denote an irreducible positive recurrent infinite stochastic matrix with the unique invariant probability measure π. We consider sequences {Pm}m∊N of stochastic matrices converging to P (pointwise), such that every Pm has at least one invariant probability measure πm.
openaire   +2 more sources

An illustration of Bayesian approximate measurement invariance with longitudinal data and a small sample size

International Journal of Behavioral Development, 2020
Sarah Depaoli, Sonja D Winter
exaly  

Testing for Approximate Measurement Invariance of Human Values in the European Social Survey

Sociological Methods and Research, 2018
Peter Schmidt   +2 more
exaly  

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