Title of article
Characterizations Using Entropies of Records in a Geometric Random Record Model
Author/Authors
Fashandi, M. ferdowsi university of mashhad - Ordered and Spatial Data Center of Excellence - Department of Statistics, مشهد, ايران , Khosravi, A. ferdowsi university of mashhad - Ordered and Spatial Data Center of Excellence - Department of Statistics, مشهد, ايران , Ahmadi, Jafar ferdowsi university of mashhad - Ordered and Spatial Data Center of Excellence - Department of Statistics, مشهد, ايران
From page
31
To page
42
Abstract
Suppose that a geometrically distributed number of observations are available from an absolutely continuous distribution function F, within this set of observations denote the random number of records by M. This is called geometric random record model. In this paper, characterizations of F are provided in terms of the subsequences entropies of records conditional on events {M ≥ n} or {M = n} in a geometric random record model. Characterization results for symmetric distributions are also presented based on entropies of upper and lower records in a random record model.
Keywords
Geometric distribution , Muntz , Szasz Theorem , records , Shannon information , symmetric distribution.
Journal title
Journal of the Iranian Statistical Society (JIRSS)
Journal title
Journal of the Iranian Statistical Society (JIRSS)
Record number
2578605
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