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A method of approximation of invariant measures for maps on the unit interval
Letters in Mathematical Physics, 1983A method is proposed for the construction of continuous functions approximating the density functions for invariant measures of a map on the unit interval.
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Stability and approximation of invariant measures for a class of nonexpanding transformations
Nonlinear Analysis: Theory, Methods & Applications, 1994Let \(T\) be a piecewise convex and increasing map on \([0, 1]\) with \(T'(0)> 1\) and such that the left endpoint of each monotone branch is mapped to 0. For some classes of deterministic and nondeterministic perturbations of such a map \(T\) the author proves stability of the unique invariant density \(f^*\). This result applies in particular to Ulam'
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Approximation of the invariant probability measure of an infinite stochastic matrix
Advances in Applied Probability, 1980Let 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.
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, 2021 Testing for Approximate Measurement Invariance of Human Values in the European Social Survey
Sociological Methods and Research, 2018Jan Cieciuch +2 more
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