
doi: 10.1137/1129060
The behaviour of the likelihood ratio for the observations, which are semimartingales, when the time of observation tends to \(\infty\) is investigated. Conditions for locally asymptotically infinitely divisibility which generalises the notion of local asymptotic normality, are obtained.
likelihood ratio, Generalizations of martingales, asymptotically infinitely divisibility, Foundations and philosophical topics in statistics, local asymptotic normality
likelihood ratio, Generalizations of martingales, asymptotically infinitely divisibility, Foundations and philosophical topics in statistics, local asymptotic normality
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