日本語フィールド
著者：Kenji Handa題名：Stationary distributions for a class of generalized Fleming-Viot processes発表情報：Annals of Probability 巻: 42 号: 3 ページ: 1257-1284キーワード：generalized Fleming-Viot process, measure-valued branching process, stable random measure, Dirichlet random measure.概要：抄録：We identify stationary distributions of generalized Fleming-Viot processes with jump mechanisms specified by certain beta laws together with a parameter measure. Each of these distributions is obtained from normalized stable random measures after a suitable biased transformation followed by mixing by the law of a Dirichlet random measure with the same parameter measure. The calculations are based primarily on the well-known relationship to measure-valued branching processes with immigration.英語フィールド
Author：Kenji HandaTitle：Stationary distributions for a class of generalized Fleming-Viot processesAnnouncement information:Annals of Probability Vol: 42 Issue: 3 Page: 1257-1284Keyword：generalized Fleming-Viot process, measure-valued branching process, stable random measure, Dirichlet random measure.An abstract：We identify stationary distributions of generalized Fleming-Viot processes with jump mechanisms specified by certain beta laws together with a parameter measure. Each of these distributions is obtained from normalized stable random measures after a suitable biased transformation followed by mixing by the law of a Dirichlet random measure with the same parameter measure. The calculations are based primarily on the well-known relationship to measure-valued branching processes with immigration.