<> "The repository administrator has not yet configured an RDF license."^^ . <> . . . "Asymptotics for randomly reinforced urns with random barriers"^^ . "An urn contains black and red balls. Let Zn be the proportion of black balls at time n and 0≤LL, then bn is replaced together with a random number Rn of red balls. Otherwise, no additional balls are added, and bn alone is replaced. In this paper we assume that Rn=Bn. Then, under mild conditions, it is shown that Zn→a.s.Z for some random variable Z, and Dn≔√n(Zn-Z)→"^^ . "2016-12" . "53" . "4" . . "Applied Probability Trust"^^ . . . "Journal of applied probability"^^ . . . "00219002" . . . . . . . . . . . . . . . . "Patrizia"^^ . "Berti"^^ . "Patrizia Berti"^^ . . "Pietro"^^ . "Rigo"^^ . "Pietro Rigo"^^ . . "Luca"^^ . "Pratelli"^^ . "Luca Pratelli"^^ . . "Irene"^^ . "Crimaldi"^^ . "Irene Crimaldi"^^ . . . . . "HTML Summary of #3113 \n\nAsymptotics for randomly reinforced urns with random barriers\n\n" . "text/html" . . . "HA Statistics"@en . . . "QA Mathematics"@en . .