
Published by the Institute of Mathematical Statistics (http://www.imstat.org) in the Annals of Probability (http://www.imstat.org/aop/) at http://dx.doi.org/10.1214/009117904000000405
Consider a (possibly infinite) exchangeable sequence X={X_n:1\leqn0, X_n^{(��, c)} consists of the first n instants of a generalized P��lya urn sequence.
weak independence, Probability (math.PR), exchangeability, Nonparametric inference, Hoeffding-ANOVA decompositions, 60G09, Exchangeability for stochastic processes, urn sequences, FOS: Mathematics, Foundations and philosophical topics in statistics, generalized Pólya urn sequences, 60G99, Mathematics - Probability, 60G09, 60G99 (Primary)
weak independence, Probability (math.PR), exchangeability, Nonparametric inference, Hoeffding-ANOVA decompositions, 60G09, Exchangeability for stochastic processes, urn sequences, FOS: Mathematics, Foundations and philosophical topics in statistics, generalized Pólya urn sequences, 60G99, Mathematics - Probability, 60G09, 60G99 (Primary)
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