arXiv:1311.3066 [math.PR]AbstractReferencesReviewsResources
On the effect of perturbation of conditional probabilities in total variation
Alessandro Abate, Frank Redig, Ilya Tkachev
Published 2013-11-13Version 1
A celebrated result by A. Ionescu Tulcea provides a construction of a probability measure on a product space given a sequence of regular conditional probabilities. We study how the perturbations of the latter in the total variation metric affect the resulting product probability measure.
Journal: Statistics & Probability Letters 88 (2014), pp. 1-8
Categories: math.PR
Keywords: perturbation, total variation metric affect, regular conditional probabilities, resulting product probability measure, product space
Tags: journal article
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