TY  - RPRT
A1  - Berti, Patrizia
A1  - Crimaldi, Irene
A1  - Pratelli, Luca
A1  - Rigo, Pietro
N2  - Let (X_n) be a sequence of random variables (with values in a
separable metric space) and (N_n) a sequence of random indices. Conditions for X_{N_n} to converge stably (in particular, in distribution) are provided. Some
examples, where such conditions work but those already existing fail, are given as well.
M1  - technical_report
KW  - Anscombe theorem
KW  -  Exchangeability
KW  -  Random indices
KW  -  Random sums
KW  -  Stable convergence 
Y1  - 2012/09//
TI  - AN ANSCOMBE-TYPE THEOREM
AV  - none
UR  - http://arxiv.org/abs/1209.6473
ID  - eprints1386
ER  -